diff --git a/.git-blame-ignore-revs b/.git-blame-ignore-revs index e5cc7810..0b78b5b6 100644 --- a/.git-blame-ignore-revs +++ b/.git-blame-ignore-revs @@ -1 +1,8 @@ +# SPDX-FileCopyrightText: : 2022 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +# Exclude pre-commit applications +5d1ef8a64055a039aa4a0834d2d26fe7752fe9a0 +92080b1cd2ca5f123158571481722767b99c2b27 13769f90af4500948b0376d57df4cceaa13e78b5 diff --git a/.gitattributes b/.gitattributes new file mode 100644 index 00000000..3f5e771d --- /dev/null +++ b/.gitattributes @@ -0,0 +1,6 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +*.h5 filter=lfs diff=lfs merge=lfs -text +*.zip filter=lfs diff=lfs merge=lfs -text diff --git a/.github/ISSUE_TEMPLATE/bug_report.md b/.github/ISSUE_TEMPLATE/bug_report.md new file mode 100644 index 00000000..2654595c --- /dev/null +++ b/.github/ISSUE_TEMPLATE/bug_report.md @@ -0,0 +1,27 @@ +--- +name: Bug report +about: Create a report if something doesn't work quite right. +title: '' +labels: bug +assignees: '' +--- + + + +## Checklist + +- [ ] I am using the current [`master`](https://github.com/PyPSA/pypsa-eur/tree/master) branch or the latest [release](https://github.com/PyPSA/pypsa-eur/releases). Please indicate. +- [ ] I am running on an up-to-date [`pypsa-eur` environment](https://github.com/PyPSA/pypsa-eur/blob/master/envs/environment.yaml). Update via `conda env update -f envs/environment.yaml`. + +## Describe the Bug + +*Please provide a description of what the bug is and add a minimal example/command for reproducing the bug.* + +## Error Message + +*If applicable, paste any terminal output to help illustrating your problem.* +*In some cases it may also be useful to share your list of installed packages: `conda list`.* + +``` + +``` diff --git a/.github/ISSUE_TEMPLATE/config.yml b/.github/ISSUE_TEMPLATE/config.yml new file mode 100644 index 00000000..d8c04382 --- /dev/null +++ b/.github/ISSUE_TEMPLATE/config.yml @@ -0,0 +1,5 @@ +blank_issues_enabled: false +contact_links: +- name: PyPSA Mailing List + url: https://groups.google.com/forum/#!forum/pypsa + about: Please ask and answer general usage questions here. diff --git a/.github/ISSUE_TEMPLATE/feature_request.md b/.github/ISSUE_TEMPLATE/feature_request.md new file mode 100644 index 00000000..303989a0 --- /dev/null +++ b/.github/ISSUE_TEMPLATE/feature_request.md @@ -0,0 +1,15 @@ +--- +name: Feature request +about: Suggest an idea for this project +title: '' +labels: enhancement +assignees: '' + +--- + + + +## Describe the feature you'd like to see + +*Please give a clear and concise description and provide context why the feature would be useful.* +*Also, we'd appreciate any implementation ideas and references you already have.* diff --git a/.github/pull_request_template.md b/.github/pull_request_template.md new file mode 100644 index 00000000..f70a2cde --- /dev/null +++ b/.github/pull_request_template.md @@ -0,0 +1,13 @@ +Closes # (if applicable). + +## Changes proposed in this Pull Request + + +## Checklist + +- [ ] I tested my contribution locally and it seems to work fine. +- [ ] Code and workflow changes are sufficiently documented. +- [ ] Changed dependencies are added to `envs/environment.yaml`. +- [ ] Changes in configuration options are added in all of `config.default.yaml`. +- [ ] Changes in configuration options are also documented in `doc/configtables/*.csv`. +- [ ] A release note `doc/release_notes.rst` is added. diff --git a/.github/workflows/ci.yaml b/.github/workflows/ci.yaml index 12314f94..e9fedd36 100644 --- a/.github/workflows/ci.yaml +++ b/.github/workflows/ci.yaml @@ -20,12 +20,13 @@ on: env: CONDA_CACHE_NUMBER: 1 # Change this value to manually reset the environment cache - DATA_CACHE_NUMBER: 1 + DATA_CACHE_NUMBER: 2 jobs: build: strategy: + fail-fast: false matrix: include: # Matrix required to handle caching with Mambaforge @@ -33,13 +34,13 @@ jobs: label: ubuntu-latest prefix: /usr/share/miniconda3/envs/pypsa-eur - # - os: macos-latest - # label: macos-latest - # prefix: /Users/runner/miniconda3/envs/pypsa-eur + - os: macos-latest + label: macos-latest + prefix: /Users/runner/miniconda3/envs/pypsa-eur - # - os: windows-latest - # label: windows-latest - # prefix: C:\Miniconda3\envs\pypsa-eur + - os: windows-latest + label: windows-latest + prefix: C:\Miniconda3\envs\pypsa-eur name: ${{ matrix.label }} @@ -50,12 +51,7 @@ jobs: shell: bash -l {0} steps: - - uses: actions/checkout@v2 - - - name: Clone pypsa-eur subworkflow - run: | - git clone https://github.com/pypsa/pypsa-eur ../pypsa-eur - cp ../pypsa-eur/test/config.test1.yaml ../pypsa-eur/config.yaml + - uses: actions/checkout@v3 - name: Setup secrets run: | @@ -63,7 +59,13 @@ jobs: - name: Add solver to environment run: | - echo -e "- coincbc\n- ipopt<3.13.3" >> ../pypsa-eur/envs/environment.yaml + echo -e "- glpk\n- ipopt<3.13.3" >> envs/environment.yaml + if: ${{ matrix.label }} == 'windows-latest' + + - name: Add solver to environment + run: | + echo -e "- glpk\n- ipopt" >> envs/environment.yaml + if: ${{ matrix.label }} != 'windows-latest' - name: Setup Mambaforge uses: conda-incubator/setup-miniconda@v2 @@ -83,24 +85,34 @@ jobs: with: path: | data - ../pypsa-eur/cutouts - ../pypsa-eur/data + cutouts key: data-cutouts-${{ env.WEEK }}-${{ env.DATA_CACHE_NUMBER }} - name: Create environment cache - uses: actions/cache@v2 + uses: actions/cache@v3 id: cache with: path: ${{ matrix.prefix }} key: ${{ matrix.label }}-conda-${{ env.DATE }}-${{ env.CONDA_CACHE_NUMBER }} - name: Update environment due to outdated or unavailable cache - run: mamba env update -n pypsa-eur -f ../pypsa-eur/envs/environment.yaml + run: mamba env update -n pypsa-eur -f envs/environment.yaml if: steps.cache.outputs.cache-hit != 'true' - name: Test snakemake workflow run: | conda activate pypsa-eur conda list - snakemake -call --configfile test/config.overnight.yaml - snakemake -call --configfile test/config.myopic.yaml + snakemake -call solve_elec_networks --configfile test/config.electricity.yaml --rerun-triggers=mtime + snakemake -call all --configfile test/config.overnight.yaml --rerun-triggers=mtime + snakemake -call all --configfile test/config.myopic.yaml --rerun-triggers=mtime + + - name: Upload artifacts + uses: actions/upload-artifact@v3 + with: + name: resources-results + path: | + resources + results + if-no-files-found: warn + retention-days: 1 diff --git a/.gitignore b/.gitignore index 44ce82ce..0adf0ae6 100644 --- a/.gitignore +++ b/.gitignore @@ -1,16 +1,30 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + .snakemake* .ipynb_checkpoints __pycache__ +*dconf gurobi.log .vscode /bak +/resources /resources* /results /networks /benchmarks /logs /notebooks +/data +/cutouts + +doc/_build + +config.yaml + +dconf /data/links_p_nom.csv /data/*totals.csv /data/biomass* @@ -29,8 +43,6 @@ gurobi.log data/gas_network/scigrid-gas/ data/costs_*.csv -dask-worker-space - dask-worker-space/ publications.jrc.ec.europa.eu/ @@ -59,3 +71,5 @@ doc/_build *.ipynb data/costs_* + +merger-todos.md diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 06caa4e5..e66bcc53 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -30,10 +30,10 @@ repos: # Find common spelling mistakes in comments and docstrings - repo: https://github.com/codespell-project/codespell - rev: v2.2.2 + rev: v2.2.4 hooks: - id: codespell - args: ['--ignore-regex="(\b[A-Z]+\b)"', '--ignore-words-list=fom,appartment,bage,ore,setis,tabacco'] # Ignore capital case words, e.g. country codes + args: ['--ignore-regex="(\b[A-Z]+\b)"', '--ignore-words-list=fom,appartment,bage,ore,setis,tabacco,berfore'] # Ignore capital case words, e.g. country codes types_or: [python, rst, markdown] files: ^(scripts|doc)/ @@ -51,7 +51,7 @@ repos: # Formatting with "black" coding style - repo: https://github.com/psf/black - rev: 23.1.0 + rev: 23.3.0 hooks: # Format Python files - id: black @@ -67,16 +67,16 @@ repos: # Do YAML formatting (before the linter checks it for misses) - repo: https://github.com/macisamuele/language-formatters-pre-commit-hooks - rev: v2.7.0 + rev: v2.8.0 hooks: - id: pretty-format-yaml args: [--autofix, --indent, "2", --preserve-quotes] # Format Snakemake rule / workflow files -# - repo: https://github.com/snakemake/snakefmt -# rev: v0.8.1 -# hooks: -# - id: snakefmt +- repo: https://github.com/snakemake/snakefmt + rev: v0.8.3 + hooks: + - id: snakefmt # For cleaning jupyter notebooks - repo: https://github.com/aflc/pre-commit-jupyter @@ -86,7 +86,7 @@ repos: exclude: examples/solve-on-remote.ipynb # Check for FSFE REUSE compliance (licensing) -# - repo: https://github.com/fsfe/reuse-tool -# rev: v1.1.2 -# hooks: -# - id: reuse +- repo: https://github.com/fsfe/reuse-tool + rev: v1.1.2 + hooks: + - id: reuse diff --git a/.readthedocs.yml b/.readthedocs.yml new file mode 100644 index 00000000..3d7a86b2 --- /dev/null +++ b/.readthedocs.yml @@ -0,0 +1,11 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +version: 2 + +python: + version: 3.8 + install: + - requirements: doc/requirements.txt + system_packages: true diff --git a/.reuse/dep5 b/.reuse/dep5 new file mode 100644 index 00000000..cd8e2660 --- /dev/null +++ b/.reuse/dep5 @@ -0,0 +1,36 @@ +Format: https://www.debian.org/doc/packaging-manuals/copyright-format/1.0/ +Upstream-Name: PyPSA-Eur +Upstream-Contact: Tom Brown +Source: https://github.com/pypsa/pypsa-eur + +Files: doc/img/* +Copyright: 2019-2023 The PyPSA-Eur Authors +License: CC-BY-4.0 + +Files: doc/data.csv +Copyright: 2019-2023 The PyPSA-Eur Authors +License: CC-BY-4.0 + +Files: doc/configtables/* +Copyright: 2019-2023 The PyPSA-Eur Authors +License: CC-BY-4.0 + +Files: data/* +Copyright: 2017-2023 The PyPSA-Eur Authors +License: CC-BY-4.0 + +Files: .github/* +Copyright: 2019-2023 The PyPSA-Eur Authors +License: CC0-1.0 + +Files: matplotlibrc +Copyright: 2017-2023 The PyPSA-Eur Authors +License: CC0-1.0 + +Files: borg-it +Copyright: 2017-2023 The PyPSA-Eur Authors +License: CC0-1.0 + +Files: graphics/* +Copyright: 2017-2023 The PyPSA-Eur Authors +License: CC-BY-4.0 diff --git a/.syncignore-receive b/.syncignore-receive index d436afd9..a216e0d8 100644 --- a/.syncignore-receive +++ b/.syncignore-receive @@ -1,3 +1,7 @@ +# SPDX-FileCopyrightText: : 2021-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + .snakemake .git .pytest_cache @@ -8,7 +12,9 @@ __pycache__ *.pyc *.pyo *.ipynb -data notebooks +doc +cutouts +data benchmarks *.nc diff --git a/.syncignore-send b/.syncignore-send index 09915109..4e6e9a8c 100644 --- a/.syncignore-send +++ b/.syncignore-send @@ -1,3 +1,7 @@ +# SPDX-FileCopyrightText: : 2021-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + .snakemake .git .pytest_cache @@ -10,5 +14,10 @@ __pycache__ *.ipynb notebooks benchmarks -resources +logs +resources* results +networks* +cutouts +data/bundle +doc diff --git a/CITATION.cff b/CITATION.cff new file mode 100644 index 00000000..712a02f3 --- /dev/null +++ b/CITATION.cff @@ -0,0 +1,38 @@ +# SPDX-FileCopyrightText: : 2021 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +cff-version: 1.1.0 +message: "If you use this package, please cite it in the following way." +title: "PyPSA-Eur: An open sector-coupled optimisation model of the European energy system" +repository: https://github.com/pypsa/pypsa-eur +version: 0.8.0 +license: MIT +authors: + - 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Affirmer understands and acknowledges that Creative Commons is not a party +to this document and has no duty or obligation with respect to this CC0 or +use of the Work. diff --git a/LICENSE.txt b/LICENSES/MIT.txt similarity index 98% rename from LICENSE.txt rename to LICENSES/MIT.txt index 073e24e9..87f6d959 100644 --- a/LICENSE.txt +++ b/LICENSES/MIT.txt @@ -17,4 +17,4 @@ IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN -CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. +CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. \ No newline at end of file diff --git a/README.md b/README.md index b1f62d77..2973fa33 100644 --- a/README.md +++ b/README.md @@ -1,39 +1,80 @@ -![GitHub release (latest by date including pre-releases)](https://img.shields.io/github/v/release/pypsa/pypsa-eur-sec?include_prereleases) -[![Documentation](https://readthedocs.org/projects/pypsa-eur-sec/badge/?version=latest)](https://pypsa-eur-sec.readthedocs.io/en/latest/?badge=latest) -![GitHub](https://img.shields.io/github/license/pypsa/pypsa-eur-sec) -![Size](https://img.shields.io/github/repo-size/pypsa/pypsa-eur-sec) -[![Zenodo](https://zenodo.org/badge/DOI/10.5281/zenodo.3938042.svg)](https://doi.org/10.5281/zenodo.3938042) -[![Gitter](https://badges.gitter.im/PyPSA/community.svg)](https://gitter.im/PyPSA/community?utm_source=badge&utm_medium=badge&utm_campaign=pr-badge) + -# PyPSA-Eur-Sec: A Sector-Coupled Open Optimisation Model of the European Energy System +![GitHub release (latest by date including pre-releases)](https://img.shields.io/github/v/release/pypsa/pypsa-eur?include_prereleases) +[![Build Status](https://github.com/pypsa/pypsa-eur/actions/workflows/ci.yaml/badge.svg)](https://github.com/PyPSA/pypsa-eur/actions) +[![Documentation](https://readthedocs.org/projects/pypsa-eur/badge/?version=latest)](https://pypsa-eur.readthedocs.io/en/latest/?badge=latest) +![Size](https://img.shields.io/github/repo-size/pypsa/pypsa-eur) +[![Zenodo PyPSA-Eur](https://zenodo.org/badge/DOI/10.5281/zenodo.3520874.svg)](https://doi.org/10.5281/zenodo.3520874) +[![Zenodo PyPSA-Eur-Sec](https://zenodo.org/badge/DOI/10.5281/zenodo.3938042.svg)](https://doi.org/10.5281/zenodo.3938042) +[![Snakemake](https://img.shields.io/badge/snakemake-≥5.0.0-brightgreen.svg?style=flat)](https://snakemake.readthedocs.io) +[![REUSE status](https://api.reuse.software/badge/github.com/pypsa/pypsa-eur)](https://api.reuse.software/info/github.com/pypsa/pypsa-eur) -PyPSA-Eur-Sec is an open model dataset of the European energy system at the -transmission network level that covers the full ENTSO-E area. +# PyPSA-Eur: A Sector-Coupled Open Optimisation Model of the European Energy System -PyPSA-Eur-Sec builds on the electricity generation and transmission -model [PyPSA-Eur](https://github.com/PyPSA/pypsa-eur) to add demand +PyPSA-Eur is an open model dataset of the European energy system at the +transmission network level that covers the full ENTSO-E area. The model is suitable both for operational studies and generation and transmission expansion planning studies. +The continental scope and highly resolved spatial scale enables a proper description of the long-range +smoothing effects for renewable power generation and their varying resource availability. + + + + +The model is described in the [documentation](https://pypsa-eur.readthedocs.io) +and in the paper +[PyPSA-Eur: An Open Optimisation Model of the European Transmission +System](https://arxiv.org/abs/1806.01613), 2018, +[arXiv:1806.01613](https://arxiv.org/abs/1806.01613). +The model building routines are defined through a snakemake workflow. +Please see the [documentation](https://pypsa-eur.readthedocs.io/) +for installation instructions and other useful information about the snakemake workflow. +The model is designed to be imported into the open toolbox +[PyPSA](https://github.com/PyPSA/PyPSA). + +**WARNING**: PyPSA-Eur is under active development and has several +[limitations](https://pypsa-eur.readthedocs.io/en/latest/limitations.html) +which you should understand before using the model. The github repository +[issues](https://github.com/PyPSA/pypsa-eur/issues) collect known topics we are +working on (please feel free to help or make suggestions). The +[documentation](https://pypsa-eur.readthedocs.io/) remains somewhat patchy. You +can find showcases of the model's capabilities in the preprint [Benefits of a +Hydrogen Network in Europe](https://arxiv.org/abs/2207.05816), a [paper in Joule +with a description of the industry sector](https://arxiv.org/abs/2109.09563), or +in [a 2021 presentation at EMP-E](https://nworbmot.org/energy/brown-empe.pdf). +We cannot support this model if you choose to use it. We do not recommend to use +the full resolution network model for simulations. At high granularity the +assignment of loads and generators to the nearest network node may not be a +correct assumption, depending on the topology of the underlying distribution +grid, and local grid bottlenecks may cause unrealistic load-shedding or +generator curtailment. We recommend to cluster the network to a couple of +hundred nodes to remove these local inconsistencies. See the discussion in +Section 3.4 "Model validation" of the paper. + + +![PyPSA-Eur Grid Model](doc/img/elec.png) + +The dataset consists of: + +- A grid model based on a modified [GridKit](https://github.com/bdw/GridKit) + extraction of the [ENTSO-E Transmission System + Map](https://www.entsoe.eu/data/map/). The grid model contains 6763 lines + (alternating current lines at and above 220kV voltage level and all high + voltage direct current lines) and 3642 substations. +- The open power plant database + [powerplantmatching](https://github.com/FRESNA/powerplantmatching). +- Electrical demand time series from the + [OPSD project](https://open-power-system-data.org/). +- Renewable time series based on ERA5 and SARAH, assembled using the [atlite tool](https://github.com/FRESNA/atlite). +- Geographical potentials for wind and solar generators based on land use (CORINE) and excluding nature reserves (Natura2000) are computed with the [atlite library](https://github.com/PyPSA/atlite). + +A sector-coupled extension adds demand and supply for the following sectors: transport, space and water heating, biomass, industry and industrial feedstocks, agriculture, forestry and fishing. This completes the energy system and includes all greenhouse gas emitters except waste management and land use. -**WARNING**: PyPSA-Eur-Sec is under active development and has several -[limitations](https://pypsa-eur-sec.readthedocs.io/en/latest/limitations.html) which -you should understand before using the model. The github repository -[issues](https://github.com/PyPSA/pypsa-eur-sec/issues) collect known -topics we are working on (please feel free to help or make suggestions). -The [documentation](https://pypsa-eur-sec.readthedocs.io/) remains somewhat -patchy. -You can find showcases of the model's capabilities in the preprint -[Benefits of a Hydrogen Network in Europe](https://arxiv.org/abs/2207.05816), -a [paper in Joule with a description of the industry -sector](https://arxiv.org/abs/2109.09563), or in [a 2021 -presentation at EMP-E](https://nworbmot.org/energy/brown-empe.pdf). -We cannot support this model if you choose to use it. - -Please see the [documentation](https://pypsa-eur-sec.readthedocs.io/) -for installation instructions and other useful information about the snakemake workflow. - This diagram gives an overview of the sectors and the links between them: @@ -47,30 +88,11 @@ from [PyPSA-Eur](https://github.com/PyPSA/pypsa-eur): For computational reasons the model is usually clustered down to 50-200 nodes. - -PyPSA-Eur-Sec was initially based on the model PyPSA-Eur-Sec-30 described -in the paper [Synergies of sector coupling and transmission -reinforcement in a cost-optimised, highly renewable European energy -system](https://arxiv.org/abs/1801.05290) (2018) but it differs by -being based on the higher resolution electricity transmission model -[PyPSA-Eur](https://github.com/PyPSA/pypsa-eur) rather than a -one-node-per-country model, and by including biomass, industry, -industrial feedstocks, aviation, shipping, better carbon management, -carbon capture and usage/sequestration, and gas networks. - - -PyPSA-Eur-Sec includes PyPSA-Eur as a -[snakemake](https://snakemake.readthedocs.io/en/stable/index.html) -[subworkflow](https://snakemake.readthedocs.io/en/stable/snakefiles/modularization.html#snakefiles-sub-workflows). PyPSA-Eur-Sec -uses PyPSA-Eur to build the clustered transmission model along with -wind, solar PV and hydroelectricity potentials and time series. Then -PyPSA-Eur-Sec adds other conventional generators, storage units and -the additional sectors. - - +Already-built versions of the model can be found in the accompanying [Zenodo +repository](https://doi.org/10.5281/zenodo.3601881). # Licence -The code in PyPSA-Eur-Sec is released as free software under the +The code in PyPSA-Eur is released as free software under the [MIT License](https://opensource.org/licenses/MIT), see `LICENSE.txt`. However, different licenses and terms of use may apply to the various input data. diff --git a/Snakefile b/Snakefile index ee5f42f6..9b47a192 100644 --- a/Snakefile +++ b/Snakefile @@ -1,717 +1,101 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT -from os.path import exists -from shutil import copyfile, move +from os.path import normpath, exists +from shutil import copyfile, move, rmtree from snakemake.remote.HTTP import RemoteProvider as HTTPRemoteProvider -HTTP = HTTPRemoteProvider() - -if not exists("config.yaml"): - copyfile("config.default.yaml", "config.yaml") - -configfile: "config.yaml" - - -wildcard_constraints: - lv="[a-z0-9\.]+", - simpl="[a-zA-Z0-9]*", - clusters="[0-9]+m?", - opts="[-+a-zA-Z0-9]*", - sector_opts="[-+a-zA-Z0-9\.\s]*" - - -SDIR = config['summary_dir'] + '/' + config['run'] -RDIR = config['results_dir'] + config['run'] - - -subworkflow pypsaeur: - workdir: "../pypsa-eur" - snakefile: "../pypsa-eur/Snakefile" - configfile: "../pypsa-eur/config.yaml" - -rule all: - input: SDIR + '/graphs/costs.pdf' - - -rule solve_all_networks: - input: - expand(RDIR + "/postnetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc", - **config['scenario']) - - -rule prepare_sector_networks: - input: - expand(RDIR + "/prenetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc", - **config['scenario']) - - -rule plot_all_networks: - input: - expand(RDIR + "/maps/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}-costs-all_{planning_horizons}.pdf", - **config['scenario']) - - -datafiles = [ - "data/eea/UNFCCC_v23.csv", - "data/switzerland-sfoe/switzerland-new_format.csv", - "data/nuts/NUTS_RG_10M_2013_4326_LEVL_2.geojson", - "data/myb1-2017-nitro.xls", - "data/Industrial_Database.csv", - "data/emobility/KFZ__count", - "data/emobility/Pkw__count", - "data/h2_salt_caverns_GWh_per_sqkm.geojson", - directory("data/eurostat-energy_balances-june_2016_edition"), - directory("data/eurostat-energy_balances-may_2018_edition"), - directory("data/jrc-idees-2015"), -] - -if config.get('retrieve_sector_databundle', True): - rule retrieve_sector_databundle: - output: *datafiles - log: "logs/retrieve_sector_databundle.log" - script: 'scripts/retrieve_sector_databundle.py' - - -if config.get("retrieve_cost_data", True): - rule retrieve_cost_data: - input: HTTP.remote("raw.githubusercontent.com/PyPSA/technology-data/{}/outputs/".format(config['costs']['version']) + "costs_{year}.csv", keep_local=True) - output: "data/costs_{year}.csv" - log: "logs/" + RDIR + "retrieve_cost_data_{year}.log", - resources: mem_mb=1000, - run: move(input[0], output[0]) - - -rule build_population_layouts: - input: - nuts3_shapes=pypsaeur('resources/nuts3_shapes.geojson'), - urban_percent="data/urban_percent.csv" - output: - pop_layout_total="resources/pop_layout_total.nc", - pop_layout_urban="resources/pop_layout_urban.nc", - pop_layout_rural="resources/pop_layout_rural.nc" - resources: mem_mb=20000 - benchmark: "benchmarks/build_population_layouts" - threads: 8 - script: "scripts/build_population_layouts.py" - - -rule build_clustered_population_layouts: - input: - pop_layout_total="resources/pop_layout_total.nc", - pop_layout_urban="resources/pop_layout_urban.nc", - pop_layout_rural="resources/pop_layout_rural.nc", - regions_onshore=pypsaeur('resources/regions_onshore_elec_s{simpl}_{clusters}.geojson') - output: - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv" - resources: mem_mb=10000 - benchmark: "benchmarks/build_clustered_population_layouts/s{simpl}_{clusters}" - script: "scripts/build_clustered_population_layouts.py" - - -rule build_simplified_population_layouts: - input: - pop_layout_total="resources/pop_layout_total.nc", - pop_layout_urban="resources/pop_layout_urban.nc", - pop_layout_rural="resources/pop_layout_rural.nc", - regions_onshore=pypsaeur('resources/regions_onshore_elec_s{simpl}.geojson') - output: - clustered_pop_layout="resources/pop_layout_elec_s{simpl}.csv" - resources: mem_mb=10000 - benchmark: "benchmarks/build_clustered_population_layouts/s{simpl}" - script: "scripts/build_clustered_population_layouts.py" - - -if config["sector"]["gas_network"] or config["sector"]["H2_retrofit"]: - - datafiles = [ - "IGGIELGN_LNGs.geojson", - "IGGIELGN_BorderPoints.geojson", - "IGGIELGN_Productions.geojson", - "IGGIELGN_PipeSegments.geojson", - ] - - - rule retrieve_gas_infrastructure_data: - output: expand("data/gas_network/scigrid-gas/data/{files}", files=datafiles) - script: 'scripts/retrieve_gas_infrastructure_data.py' - - - rule build_gas_network: - input: - gas_network="data/gas_network/scigrid-gas/data/IGGIELGN_PipeSegments.geojson" - output: - cleaned_gas_network="resources/gas_network.csv" - resources: mem_mb=4000 - script: "scripts/build_gas_network.py" - - - rule build_gas_input_locations: - input: - lng=HTTP.remote("https://globalenergymonitor.org/wp-content/uploads/2022/09/Europe-Gas-Tracker-August-2022.xlsx", keep_local=True), - entry="data/gas_network/scigrid-gas/data/IGGIELGN_BorderPoints.geojson", - production="data/gas_network/scigrid-gas/data/IGGIELGN_Productions.geojson", - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson"), - regions_offshore=pypsaeur('resources/regions_offshore_elec_s{simpl}_{clusters}.geojson') - output: - gas_input_nodes="resources/gas_input_locations_s{simpl}_{clusters}.geojson", - gas_input_nodes_simplified="resources/gas_input_locations_s{simpl}_{clusters}_simplified.csv" - resources: mem_mb=2000, - script: "scripts/build_gas_input_locations.py" - - - rule cluster_gas_network: - input: - cleaned_gas_network="resources/gas_network.csv", - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson"), - regions_offshore=pypsaeur("resources/regions_offshore_elec_s{simpl}_{clusters}.geojson") - output: - clustered_gas_network="resources/gas_network_elec_s{simpl}_{clusters}.csv" - resources: mem_mb=4000 - script: "scripts/cluster_gas_network.py" - - - gas_infrastructure = {**rules.cluster_gas_network.output, **rules.build_gas_input_locations.output} -else: - gas_infrastructure = {} - - -rule build_heat_demands: - input: - pop_layout="resources/pop_layout_{scope}.nc", - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson") - output: - heat_demand="resources/heat_demand_{scope}_elec_s{simpl}_{clusters}.nc" - resources: mem_mb=20000 - threads: 8 - benchmark: "benchmarks/build_heat_demands/{scope}_s{simpl}_{clusters}" - script: "scripts/build_heat_demand.py" - - -rule build_temperature_profiles: - input: - pop_layout="resources/pop_layout_{scope}.nc", - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson") - output: - temp_soil="resources/temp_soil_{scope}_elec_s{simpl}_{clusters}.nc", - temp_air="resources/temp_air_{scope}_elec_s{simpl}_{clusters}.nc", - resources: mem_mb=20000 - threads: 8 - benchmark: "benchmarks/build_temperature_profiles/{scope}_s{simpl}_{clusters}" - script: "scripts/build_temperature_profiles.py" - - -rule build_cop_profiles: - input: - temp_soil_total="resources/temp_soil_total_elec_s{simpl}_{clusters}.nc", - temp_soil_rural="resources/temp_soil_rural_elec_s{simpl}_{clusters}.nc", - temp_soil_urban="resources/temp_soil_urban_elec_s{simpl}_{clusters}.nc", - temp_air_total="resources/temp_air_total_elec_s{simpl}_{clusters}.nc", - temp_air_rural="resources/temp_air_rural_elec_s{simpl}_{clusters}.nc", - temp_air_urban="resources/temp_air_urban_elec_s{simpl}_{clusters}.nc" - output: - cop_soil_total="resources/cop_soil_total_elec_s{simpl}_{clusters}.nc", - cop_soil_rural="resources/cop_soil_rural_elec_s{simpl}_{clusters}.nc", - cop_soil_urban="resources/cop_soil_urban_elec_s{simpl}_{clusters}.nc", - cop_air_total="resources/cop_air_total_elec_s{simpl}_{clusters}.nc", - cop_air_rural="resources/cop_air_rural_elec_s{simpl}_{clusters}.nc", - cop_air_urban="resources/cop_air_urban_elec_s{simpl}_{clusters}.nc" - resources: mem_mb=20000 - benchmark: "benchmarks/build_cop_profiles/s{simpl}_{clusters}" - script: "scripts/build_cop_profiles.py" - - -rule build_solar_thermal_profiles: - input: - pop_layout="resources/pop_layout_{scope}.nc", - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson") - output: - solar_thermal="resources/solar_thermal_{scope}_elec_s{simpl}_{clusters}.nc", - resources: mem_mb=20000 - threads: 16 - benchmark: "benchmarks/build_solar_thermal_profiles/{scope}_s{simpl}_{clusters}" - script: "scripts/build_solar_thermal_profiles.py" - - -def input_eurostat(w): - # 2016 includes BA, 2017 does not - report_year = config["energy"]["eurostat_report_year"] - return f"data/eurostat-energy_balances-june_{report_year}_edition" - -rule build_energy_totals: - input: - nuts3_shapes=pypsaeur('resources/nuts3_shapes.geojson'), - co2="data/eea/UNFCCC_v23.csv", - swiss="data/switzerland-sfoe/switzerland-new_format.csv", - idees="data/jrc-idees-2015", - district_heat_share='data/district_heat_share.csv', - eurostat=input_eurostat - output: - energy_name='resources/energy_totals.csv', - co2_name='resources/co2_totals.csv', - transport_name='resources/transport_data.csv' - threads: 16 - resources: mem_mb=10000 - benchmark: "benchmarks/build_energy_totals" - script: 'scripts/build_energy_totals.py' - - -rule build_biomass_potentials: - input: - enspreso_biomass=HTTP.remote("https://cidportal.jrc.ec.europa.eu/ftp/jrc-opendata/ENSPRESO/ENSPRESO_BIOMASS.xlsx", keep_local=True), - nuts2="data/nuts/NUTS_RG_10M_2013_4326_LEVL_2.geojson", # https://gisco-services.ec.europa.eu/distribution/v2/nuts/download/#nuts21 - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson"), - nuts3_population=pypsaeur("data/bundle/nama_10r_3popgdp.tsv.gz"), - swiss_cantons=pypsaeur("data/bundle/ch_cantons.csv"), - swiss_population=pypsaeur("data/bundle/je-e-21.03.02.xls"), - country_shapes=pypsaeur('resources/country_shapes.geojson') - output: - biomass_potentials_all='resources/biomass_potentials_all_s{simpl}_{clusters}.csv', - biomass_potentials='resources/biomass_potentials_s{simpl}_{clusters}.csv' - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_biomass_potentials_s{simpl}_{clusters}" - script: 'scripts/build_biomass_potentials.py' - - -if config["sector"]["biomass_transport"]: - rule build_biomass_transport_costs: - input: - transport_cost_data=HTTP.remote("publications.jrc.ec.europa.eu/repository/bitstream/JRC98626/biomass potentials in europe_web rev.pdf", keep_local=True) - output: - biomass_transport_costs="resources/biomass_transport_costs.csv", - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_biomass_transport_costs" - script: 'scripts/build_biomass_transport_costs.py' - build_biomass_transport_costs_output = rules.build_biomass_transport_costs.output -else: - build_biomass_transport_costs_output = {} - - -if config["sector"]["regional_co2_sequestration_potential"]["enable"]: - rule build_sequestration_potentials: - input: - sequestration_potential=HTTP.remote("https://raw.githubusercontent.com/ericzhou571/Co2Storage/main/resources/complete_map_2020_unit_Mt.geojson", keep_local=True), - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson"), - regions_offshore=pypsaeur("resources/regions_offshore_elec_s{simpl}_{clusters}.geojson"), - output: - sequestration_potential="resources/co2_sequestration_potential_elec_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=4000 - benchmark: "benchmarks/build_sequestration_potentials_s{simpl}_{clusters}" - script: "scripts/build_sequestration_potentials.py" - build_sequestration_potentials_output = rules.build_sequestration_potentials.output -else: - build_sequestration_potentials_output = {} - - -rule build_salt_cavern_potentials: - input: - salt_caverns="data/h2_salt_caverns_GWh_per_sqkm.geojson", - regions_onshore=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson"), - regions_offshore=pypsaeur("resources/regions_offshore_elec_s{simpl}_{clusters}.geojson"), - output: - h2_cavern_potential="resources/salt_cavern_potentials_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=2000 - benchmark: "benchmarks/build_salt_cavern_potentials_s{simpl}_{clusters}" - script: "scripts/build_salt_cavern_potentials.py" - - -rule build_ammonia_production: - input: - usgs="data/myb1-2017-nitro.xls" - output: - ammonia_production="resources/ammonia_production.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_ammonia_production" - script: 'scripts/build_ammonia_production.py' - - -rule build_industry_sector_ratios: - input: - ammonia_production="resources/ammonia_production.csv", - idees="data/jrc-idees-2015" - output: - industry_sector_ratios="resources/industry_sector_ratios.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industry_sector_ratios" - script: 'scripts/build_industry_sector_ratios.py' - - -rule build_industrial_production_per_country: - input: - ammonia_production="resources/ammonia_production.csv", - jrc="data/jrc-idees-2015", - eurostat="data/eurostat-energy_balances-may_2018_edition", - output: - industrial_production_per_country="resources/industrial_production_per_country.csv" - threads: 8 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_production_per_country" - script: 'scripts/build_industrial_production_per_country.py' - - -rule build_industrial_production_per_country_tomorrow: - input: - industrial_production_per_country="resources/industrial_production_per_country.csv" - output: - industrial_production_per_country_tomorrow="resources/industrial_production_per_country_tomorrow_{planning_horizons}.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_production_per_country_tomorrow_{planning_horizons}" - script: 'scripts/build_industrial_production_per_country_tomorrow.py' - - -rule build_industrial_distribution_key: - input: - regions_onshore=pypsaeur('resources/regions_onshore_elec_s{simpl}_{clusters}.geojson'), - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv", - hotmaps_industrial_database="data/Industrial_Database.csv", - output: - industrial_distribution_key="resources/industrial_distribution_key_elec_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_distribution_key/s{simpl}_{clusters}" - script: 'scripts/build_industrial_distribution_key.py' +HTTP = HTTPRemoteProvider() -rule build_industrial_production_per_node: - input: - industrial_distribution_key="resources/industrial_distribution_key_elec_s{simpl}_{clusters}.csv", - industrial_production_per_country_tomorrow="resources/industrial_production_per_country_tomorrow_{planning_horizons}.csv" - output: - industrial_production_per_node="resources/industrial_production_elec_s{simpl}_{clusters}_{planning_horizons}.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_production_per_node/s{simpl}_{clusters}_{planning_horizons}" - script: 'scripts/build_industrial_production_per_node.py' - - -rule build_industrial_energy_demand_per_node: - input: - industry_sector_ratios="resources/industry_sector_ratios.csv", - industrial_production_per_node="resources/industrial_production_elec_s{simpl}_{clusters}_{planning_horizons}.csv", - industrial_energy_demand_per_node_today="resources/industrial_energy_demand_today_elec_s{simpl}_{clusters}.csv" - output: - industrial_energy_demand_per_node="resources/industrial_energy_demand_elec_s{simpl}_{clusters}_{planning_horizons}.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_energy_demand_per_node/s{simpl}_{clusters}_{planning_horizons}" - script: 'scripts/build_industrial_energy_demand_per_node.py' - - -rule build_industrial_energy_demand_per_country_today: - input: - jrc="data/jrc-idees-2015", - ammonia_production="resources/ammonia_production.csv", - industrial_production_per_country="resources/industrial_production_per_country.csv" - output: - industrial_energy_demand_per_country_today="resources/industrial_energy_demand_per_country_today.csv" - threads: 8 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_energy_demand_per_country_today" - script: 'scripts/build_industrial_energy_demand_per_country_today.py' - - -rule build_industrial_energy_demand_per_node_today: - input: - industrial_distribution_key="resources/industrial_distribution_key_elec_s{simpl}_{clusters}.csv", - industrial_energy_demand_per_country_today="resources/industrial_energy_demand_per_country_today.csv" - output: - industrial_energy_demand_per_node_today="resources/industrial_energy_demand_today_elec_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=1000 - benchmark: "benchmarks/build_industrial_energy_demand_per_node_today/s{simpl}_{clusters}" - script: 'scripts/build_industrial_energy_demand_per_node_today.py' - - -if config["sector"]["retrofitting"]["retro_endogen"]: - rule build_retro_cost: - input: - building_stock="data/retro/data_building_stock.csv", - data_tabula="data/retro/tabula-calculator-calcsetbuilding.csv", - air_temperature = "resources/temp_air_total_elec_s{simpl}_{clusters}.nc", - u_values_PL="data/retro/u_values_poland.csv", - tax_w="data/retro/electricity_taxes_eu.csv", - construction_index="data/retro/comparative_level_investment.csv", - floor_area_missing="data/retro/floor_area_missing.csv", - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv", - cost_germany="data/retro/retro_cost_germany.csv", - window_assumptions="data/retro/window_assumptions.csv", - output: - retro_cost="resources/retro_cost_elec_s{simpl}_{clusters}.csv", - floor_area="resources/floor_area_elec_s{simpl}_{clusters}.csv" - resources: mem_mb=1000 - benchmark: "benchmarks/build_retro_cost/s{simpl}_{clusters}" - script: "scripts/build_retro_cost.py" - build_retro_cost_output = rules.build_retro_cost.output -else: - build_retro_cost_output = {} - - -rule build_population_weighted_energy_totals: - input: - energy_totals='resources/energy_totals.csv', - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv" - output: "resources/pop_weighted_energy_totals_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=2000 - script: "scripts/build_population_weighted_energy_totals.py" - +from snakemake.utils import min_version -rule build_shipping_demand: - input: - ports="data/attributed_ports.json", - scope=pypsaeur("resources/europe_shape.geojson"), - regions=pypsaeur("resources/regions_onshore_elec_s{simpl}_{clusters}.geojson"), - demand="resources/energy_totals.csv" - output: "resources/shipping_demand_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=2000 - script: "scripts/build_shipping_demand.py" +min_version("7.7") -rule build_transport_demand: - input: - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv", - pop_weighted_energy_totals="resources/pop_weighted_energy_totals_s{simpl}_{clusters}.csv", - transport_data='resources/transport_data.csv', - traffic_data_KFZ="data/emobility/KFZ__count", - traffic_data_Pkw="data/emobility/Pkw__count", - temp_air_total="resources/temp_air_total_elec_s{simpl}_{clusters}.nc", - output: - transport_demand="resources/transport_demand_s{simpl}_{clusters}.csv", - transport_data="resources/transport_data_s{simpl}_{clusters}.csv", - avail_profile="resources/avail_profile_s{simpl}_{clusters}.csv", - dsm_profile="resources/dsm_profile_s{simpl}_{clusters}.csv" - threads: 1 - resources: mem_mb=2000 - script: "scripts/build_transport_demand.py" +if not exists("config.yaml"): + copyfile("config.default.yaml", "config.yaml") -rule prepare_sector_network: - input: - overrides="data/override_component_attrs", - network=pypsaeur('networks/elec_s{simpl}_{clusters}_ec_lv{lv}_{opts}.nc'), - energy_totals_name='resources/energy_totals.csv', - eurostat=input_eurostat, - pop_weighted_energy_totals="resources/pop_weighted_energy_totals_s{simpl}_{clusters}.csv", - shipping_demand="resources/shipping_demand_s{simpl}_{clusters}.csv", - transport_demand="resources/transport_demand_s{simpl}_{clusters}.csv", - transport_data="resources/transport_data_s{simpl}_{clusters}.csv", - avail_profile="resources/avail_profile_s{simpl}_{clusters}.csv", - dsm_profile="resources/dsm_profile_s{simpl}_{clusters}.csv", - co2_totals_name='resources/co2_totals.csv', - co2="data/eea/UNFCCC_v23.csv", - biomass_potentials='resources/biomass_potentials_s{simpl}_{clusters}.csv', - heat_profile="data/heat_load_profile_BDEW.csv", - costs="data/costs_{}.csv".format(config['costs']['year']) if config["foresight"] == "overnight" else "data/costs_{planning_horizons}.csv", - profile_offwind_ac=pypsaeur("resources/profile_offwind-ac.nc"), - profile_offwind_dc=pypsaeur("resources/profile_offwind-dc.nc"), - h2_cavern="resources/salt_cavern_potentials_s{simpl}_{clusters}.csv", - busmap_s=pypsaeur("resources/busmap_elec_s{simpl}.csv"), - busmap=pypsaeur("resources/busmap_elec_s{simpl}_{clusters}.csv"), - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv", - simplified_pop_layout="resources/pop_layout_elec_s{simpl}.csv", - industrial_demand="resources/industrial_energy_demand_elec_s{simpl}_{clusters}_{planning_horizons}.csv", - heat_demand_urban="resources/heat_demand_urban_elec_s{simpl}_{clusters}.nc", - heat_demand_rural="resources/heat_demand_rural_elec_s{simpl}_{clusters}.nc", - heat_demand_total="resources/heat_demand_total_elec_s{simpl}_{clusters}.nc", - temp_soil_total="resources/temp_soil_total_elec_s{simpl}_{clusters}.nc", - temp_soil_rural="resources/temp_soil_rural_elec_s{simpl}_{clusters}.nc", - temp_soil_urban="resources/temp_soil_urban_elec_s{simpl}_{clusters}.nc", - temp_air_total="resources/temp_air_total_elec_s{simpl}_{clusters}.nc", - temp_air_rural="resources/temp_air_rural_elec_s{simpl}_{clusters}.nc", - temp_air_urban="resources/temp_air_urban_elec_s{simpl}_{clusters}.nc", - cop_soil_total="resources/cop_soil_total_elec_s{simpl}_{clusters}.nc", - cop_soil_rural="resources/cop_soil_rural_elec_s{simpl}_{clusters}.nc", - cop_soil_urban="resources/cop_soil_urban_elec_s{simpl}_{clusters}.nc", - cop_air_total="resources/cop_air_total_elec_s{simpl}_{clusters}.nc", - cop_air_rural="resources/cop_air_rural_elec_s{simpl}_{clusters}.nc", - cop_air_urban="resources/cop_air_urban_elec_s{simpl}_{clusters}.nc", - solar_thermal_total="resources/solar_thermal_total_elec_s{simpl}_{clusters}.nc" if config["sector"]["solar_thermal"] else [], - solar_thermal_urban="resources/solar_thermal_urban_elec_s{simpl}_{clusters}.nc" if config["sector"]["solar_thermal"] else [], - solar_thermal_rural="resources/solar_thermal_rural_elec_s{simpl}_{clusters}.nc" if config["sector"]["solar_thermal"] else [], - **build_retro_cost_output, - **build_biomass_transport_costs_output, - **gas_infrastructure, - **build_sequestration_potentials_output - output: RDIR + '/prenetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc' - threads: 1 - resources: mem_mb=2000 - benchmark: RDIR + "/benchmarks/prepare_network/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}" - script: "scripts/prepare_sector_network.py" +configfile: "config.yaml" -rule plot_network: - input: - overrides="data/override_component_attrs", - network=RDIR + "/postnetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc", - regions=pypsaeur('resources/regions_onshore_elec_s{simpl}_{clusters}.geojson') - output: - map=RDIR + "/maps/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}-costs-all_{planning_horizons}.pdf", - today=RDIR + "/maps/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}-today.pdf" - threads: 2 - resources: mem_mb=10000 - benchmark: RDIR + "/benchmarks/plot_network/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}" - script: "scripts/plot_network.py" +COSTS = f"data/costs_{config['costs']['year']}.csv" +ATLITE_NPROCESSES = config["atlite"].get("nprocesses", 4) +run = config.get("run", {}) +RDIR = run["name"] + "/" if run.get("name") else "" +CDIR = RDIR if not run.get("shared_cutouts") else "" -rule copy_config: - output: SDIR + '/configs/config.yaml' - threads: 1 - resources: mem_mb=1000 - benchmark: SDIR + "/benchmarks/copy_config" - script: "scripts/copy_config.py" +LOGS = "logs/" + RDIR +BENCHMARKS = "benchmarks/" + RDIR +# RESOURCES = "resources/" + RDIR if not run.get("shared_resources") else "resources/" +RESOURCES = "resources/egs_test/" +RESULTS = "results/" + RDIR -rule copy_conda_env: - output: SDIR + '/configs/environment.yaml' - threads: 1 - resources: mem_mb=500 - benchmark: SDIR + "/benchmarks/copy_conda_env" - shell: "conda env export -f {output} --no-builds" +localrules: + purge, -rule make_summary: - input: - overrides="data/override_component_attrs", - networks=expand( - RDIR + "/postnetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc", - **config['scenario'] - ), - costs="data/costs_{}.csv".format(config['costs']['year']) if config["foresight"] == "overnight" else "data/costs_{}.csv".format(config['scenario']['planning_horizons'][0]), - plots=expand( - RDIR + "/maps/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}-costs-all_{planning_horizons}.pdf", - **config['scenario'] - ) - output: - nodal_costs=SDIR + '/csvs/nodal_costs.csv', - nodal_capacities=SDIR + '/csvs/nodal_capacities.csv', - nodal_cfs=SDIR + '/csvs/nodal_cfs.csv', - cfs=SDIR + '/csvs/cfs.csv', - costs=SDIR + '/csvs/costs.csv', - capacities=SDIR + '/csvs/capacities.csv', - curtailment=SDIR + '/csvs/curtailment.csv', - energy=SDIR + '/csvs/energy.csv', - supply=SDIR + '/csvs/supply.csv', - supply_energy=SDIR + '/csvs/supply_energy.csv', - prices=SDIR + '/csvs/prices.csv', - weighted_prices=SDIR + '/csvs/weighted_prices.csv', - market_values=SDIR + '/csvs/market_values.csv', - price_statistics=SDIR + '/csvs/price_statistics.csv', - metrics=SDIR + '/csvs/metrics.csv' - threads: 2 - resources: mem_mb=10000 - benchmark: SDIR + "/benchmarks/make_summary" - script: "scripts/make_summary.py" +wildcard_constraints: + simpl="[a-zA-Z0-9]*", + clusters="[0-9]+m?|all", + ll="(v|c)([0-9\.]+|opt)", + opts="[-+a-zA-Z0-9\.]*", + sector_opts="[-+a-zA-Z0-9\.\s]*", -rule plot_summary: - input: - costs=SDIR + '/csvs/costs.csv', - energy=SDIR + '/csvs/energy.csv', - balances=SDIR + '/csvs/supply_energy.csv', - eurostat=input_eurostat, - country_codes='data/Country_codes.csv', - output: - costs=SDIR + '/graphs/costs.pdf', - energy=SDIR + '/graphs/energy.pdf', - balances=SDIR + '/graphs/balances-energy.pdf' - threads: 2 - resources: mem_mb=10000 - benchmark: SDIR + "/benchmarks/plot_summary" - script: "scripts/plot_summary.py" +include: "rules/common.smk" +include: "rules/collect.smk" +include: "rules/retrieve.smk" +include: "rules/build_electricity.smk" +include: "rules/build_sector.smk" +include: "rules/solve_electricity.smk" +include: "rules/postprocess.smk" if config["foresight"] == "overnight": - rule solve_network: - input: - overrides="data/override_component_attrs", - network=RDIR + "/prenetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc", - costs="data/costs_{}.csv".format(config['costs']['year']), - config=SDIR + '/configs/config.yaml', - #env=SDIR + '/configs/environment.yaml', - output: RDIR + "/postnetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc" - shadow: "shallow" - log: - solver=RDIR + "/logs/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}_solver.log", - python=RDIR + "/logs/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}_python.log", - memory=RDIR + "/logs/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}_memory.log" - threads: config['solving']['solver'].get('threads', 4) - resources: mem_mb=config['solving']['mem'] - benchmark: RDIR + "/benchmarks/solve_network/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}" - script: "scripts/solve_network.py" + include: "rules/solve_overnight.smk" if config["foresight"] == "myopic": - rule add_existing_baseyear: - input: - overrides="data/override_component_attrs", - network=RDIR + '/prenetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc', - powerplants=pypsaeur('resources/powerplants.csv'), - busmap_s=pypsaeur("resources/busmap_elec_s{simpl}.csv"), - busmap=pypsaeur("resources/busmap_elec_s{simpl}_{clusters}.csv"), - clustered_pop_layout="resources/pop_layout_elec_s{simpl}_{clusters}.csv", - costs="data/costs_{}.csv".format(config['scenario']['planning_horizons'][0]), - cop_soil_total="resources/cop_soil_total_elec_s{simpl}_{clusters}.nc", - cop_air_total="resources/cop_air_total_elec_s{simpl}_{clusters}.nc", - existing_heating='data/existing_infrastructure/existing_heating_raw.csv', - country_codes='data/Country_codes.csv', - existing_solar='data/existing_infrastructure/solar_capacity_IRENA.csv', - existing_onwind='data/existing_infrastructure/onwind_capacity_IRENA.csv', - existing_offwind='data/existing_infrastructure/offwind_capacity_IRENA.csv', - output: RDIR + '/prenetworks-brownfield/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc' - wildcard_constraints: - planning_horizons=config['scenario']['planning_horizons'][0] #only applies to baseyear - threads: 1 - resources: mem_mb=2000 - benchmark: RDIR + '/benchmarks/add_existing_baseyear/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}' - script: "scripts/add_existing_baseyear.py" - + include: "rules/solve_myopic.smk" - def solved_previous_horizon(wildcards): - planning_horizons = config["scenario"]["planning_horizons"] - i = planning_horizons.index(int(wildcards.planning_horizons)) - planning_horizon_p = str(planning_horizons[i-1]) - return RDIR + "/postnetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_" + planning_horizon_p + ".nc" +rule purge: + message: + "Purging generated resources, results and docs. Downloads are kept." + run: + rmtree("resources/", ignore_errors=True) + rmtree("results/", ignore_errors=True) + rmtree("doc/_build", ignore_errors=True) - rule add_brownfield: - input: - overrides="data/override_component_attrs", - network=RDIR + '/prenetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc', - network_p=solved_previous_horizon, #solved network at previous time step - costs="data/costs_{planning_horizons}.csv", - cop_soil_total="resources/cop_soil_total_elec_s{simpl}_{clusters}.nc", - cop_air_total="resources/cop_air_total_elec_s{simpl}_{clusters}.nc" - output: RDIR + "/prenetworks-brownfield/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc" - threads: 4 - resources: mem_mb=10000 - benchmark: RDIR + '/benchmarks/add_brownfield/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}' - script: "scripts/add_brownfield.py" - - ruleorder: add_existing_baseyear > add_brownfield +rule dag: + message: + "Creating DAG of workflow." + output: + dot=RESOURCES + "dag.dot", + pdf=RESOURCES + "dag.pdf", + png=RESOURCES + "dag.png", + conda: + "envs/environment.yaml" + shell: + """ + snakemake --rulegraph all | sed -n "/digraph/,\$p" > {output.dot} + dot -Tpdf -o {output.pdf} {output.dot} + dot -Tpng -o {output.png} {output.dot} + """ - rule solve_network_myopic: - input: - overrides="data/override_component_attrs", - network=RDIR + "/prenetworks-brownfield/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc", - costs="data/costs_{planning_horizons}.csv", - config=SDIR + '/configs/config.yaml' - output: RDIR + "/postnetworks/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}.nc" - shadow: "shallow" - log: - solver=RDIR + "/logs/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}_solver.log", - python=RDIR + "/logs/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}_python.log", - memory=RDIR + "/logs/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}_memory.log" - threads: 4 - resources: mem_mb=config['solving']['mem'] - benchmark: RDIR + "/benchmarks/solve_network/elec_s{simpl}_{clusters}_lv{lv}_{opts}_{sector_opts}_{planning_horizons}" - script: "scripts/solve_network.py" +rule doc: + message: + "Build documentation." + output: + directory("doc/_build"), + shell: + "make -C doc html" diff --git a/borg-it b/borg-it new file mode 100755 index 00000000..c7848c46 --- /dev/null +++ b/borg-it @@ -0,0 +1,11 @@ +#!/bin/sh + +cd $(dirname $0) + +[ -d "bak" ] || ( echo "Creating borg repository 'bak'"; borg init -e none bak ) + +if [ "$#" != "0" ]; then + backupkey=$1; shift + echo "Backing up current state to bak::$backupkey" + borg create --stats --exclude 'bak' --exclude '.git' --exclude '*/.ipynb_checkpoints' bak::$backupkey . "$@" +fi diff --git a/config.default.yaml b/config.default.yaml index bf7a98a3..38562993 100644 --- a/config.default.yaml +++ b/config.default.yaml @@ -1,25 +1,35 @@ -version: 0.7.0 +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 -logging_level: INFO +version: 0.8.0 +tutorial: false -retrieve_sector_databundle: true -retrieve_cost_data: true +logging: + level: INFO + format: '%(levelname)s:%(name)s:%(message)s' + +run: + name: "" # use this to keep track of runs with different settings + disable_progressbar: false # set to true to disable the progressbar + shared_resources: false # set to true to share the default resources across runs + shared_cutouts: true # set to true to share the default cutout(s) across runs -results_dir: results/ -summary_dir: results -run: your-run-name # use this to keep track of runs with different settings foresight: overnight # options are overnight, myopic, perfect (perfect is not yet implemented) # if you use myopic or perfect foresight, set the investment years in "planning_horizons" below scenario: - simpl: # only relevant for PyPSA-Eur + simpl: - '' - lv: # allowed transmission line volume expansion, can be any float >= 1.0 (today) or "opt" - - 1.0 - - 1.5 - clusters: # number of nodes in Europe, any integer between 37 (1 node per country-zone) and several hundred - - 45 - - 50 + ll: # allowed transmission line volume expansion, can be any float >= 1.0 with a prefix v|c (today) or "copt" + - v1.0 + - v1.5 + clusters: # number of nodes in Europe, any integer between 37 (1 node per country-zone) and several hundred + - 37 + - 128 + - 256 + - 512 + - 1024 opts: # only relevant for PyPSA-Eur - '' sector_opts: # this is where the main scenario settings are @@ -49,35 +59,232 @@ scenario: # - 2050 # for myopic foresight -# CO2 budget as a fraction of 1990 emissions -# this is over-ridden if CO2Lx is set in sector_opts -# this is also over-ridden if cb is set in sector_opts -co2_budget: - 2020: 0.7011648746 - 2025: 0.5241935484 - 2030: 0.2970430108 - 2035: 0.1500896057 - 2040: 0.0712365591 - 2045: 0.0322580645 - 2050: 0 - -# snapshots are originally set in PyPSA-Eur/config.yaml but used again by PyPSA-Eur-Sec +countries: ['AL', 'AT', 'BA', 'BE', 'BG', 'CH', 'CZ', 'DE', 'DK', 'EE', 'ES', 'FI', 'FR', 'GB', 'GR', 'HR', 'HU', 'IE', 'IT', 'LT', 'LU', 'LV', 'ME', 'MK', 'NL', 'NO', 'PL', 'PT', 'RO', 'RS', 'SE', 'SI', 'SK'] + snapshots: - # arguments to pd.date_range start: "2013-01-01" end: "2014-01-01" - inclusive: left # end is not inclusive + inclusive: 'left' # include start, not end + +enable: + prepare_links_p_nom: false + retrieve_databundle: true + retrieve_sector_databundle: true + retrieve_cost_data: true + build_cutout: false + retrieve_cutout: true + build_natura_raster: false + retrieve_natura_raster: true + custom_busmap: false -atlite: - cutout: ../pypsa-eur/cutouts/europe-2013-era5.nc +# CO2 budget as a fraction of 1990 emissions +# this is over-ridden if CO2Lx is set in sector_opts +# this is also over-ridden if cb is set in sector_opts +co2_budget: + 2020: 0.701 + 2025: 0.524 + 2030: 0.297 + 2035: 0.150 + 2040: 0.071 + 2045: 0.032 + 2050: 0.000 -# this information is NOT used but needed as an argument for -# pypsa-eur/scripts/add_electricity.py/load_costs in make_summary.py electricity: + voltages: [220., 300., 380.] + gaslimit: false # global gas usage limit of X MWh_th + co2limit: 7.75e+7 # 0.05 * 3.1e9*0.5 + co2base: 1.487e+9 + agg_p_nom_limits: data/agg_p_nom_minmax.csv + + operational_reserve: # like https://genxproject.github.io/GenX/dev/core/#Reserves + activate: false + epsilon_load: 0.02 # share of total load + epsilon_vres: 0.02 # share of total renewable supply + contingency: 4000 # fixed capacity in MW + max_hours: battery: 6 H2: 168 + extendable_carriers: + Generator: [solar, onwind, offwind-ac, offwind-dc, OCGT] + StorageUnit: [] # battery, H2 + Store: [battery, H2] + Link: [] # H2 pipeline + + # use pandas query strings here, e.g. Country not in ['Germany'] + powerplants_filter: (DateOut >= 2022 or DateOut != DateOut) + # use pandas query strings here, e.g. Country in ['Germany'] + custom_powerplants: false + + conventional_carriers: [nuclear, oil, OCGT, CCGT, coal, lignite, geothermal, biomass] + renewable_carriers: [solar, onwind, offwind-ac, offwind-dc, hydro] + + estimate_renewable_capacities: + enable: true + # Add capacities from OPSD data + from_opsd: true + # Renewable capacities are based on existing capacities reported by IRENA + year: 2020 + # Artificially limit maximum capacities to factor * (IRENA capacities), + # i.e. 110% of 's capacities => expansion_limit: 1.1 + # false: Use estimated renewable potentials determine by the workflow + expansion_limit: false + technology_mapping: + # Wind is the Fueltype in powerplantmatching, onwind, offwind-{ac,dc} the carrier in PyPSA-Eur + Offshore: [offwind-ac, offwind-dc] + Onshore: [onwind] + PV: [solar] + + +atlite: + default_cutout: europe-2013-era5 + nprocesses: 4 + show_progress: false # false saves time + cutouts: + # use 'base' to determine geographical bounds and time span from config + # base: + # module: era5 + europe-2013-era5: + module: era5 # in priority order + x: [-12., 35.] + y: [33., 72] + dx: 0.3 + dy: 0.3 + time: ['2013', '2013'] + europe-2013-sarah: + module: [sarah, era5] # in priority order + x: [-12., 45.] + y: [33., 65] + dx: 0.2 + dy: 0.2 + time: ['2013', '2013'] + sarah_interpolate: false + sarah_dir: + features: [influx, temperature] + + +renewable: + onwind: + cutout: europe-2013-era5 + resource: + method: wind + turbine: Vestas_V112_3MW + capacity_per_sqkm: 3 # ScholzPhd Tab 4.3.1: 10MW/km^2 and assuming 30% fraction of the already restricted + # area is available for installation of wind generators due to competing land use and likely public + # acceptance issues. + # correction_factor: 0.93 + corine: + # Scholz, Y. (2012). Renewable energy based electricity supply at low costs + # development of the REMix model and application for Europe. ( p.42 / p.28) + grid_codes: [12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 31, 32] + distance: 1000 + distance_grid_codes: [1, 2, 3, 4, 5, 6] + natura: true + excluder_resolution: 100 + potential: simple # or conservative + clip_p_max_pu: 1.e-2 + offwind-ac: + cutout: europe-2013-era5 + resource: + method: wind + turbine: NREL_ReferenceTurbine_5MW_offshore + capacity_per_sqkm: 2 # ScholzPhd Tab 4.3.1: 10MW/km^2 and assuming 20% fraction of the already restricted + # area is available for installation of wind generators due to competing land use and likely public + # acceptance issues. + correction_factor: 0.8855 + # proxy for wake losses + # from 10.1016/j.energy.2018.08.153 + # until done more rigorously in #153 + corine: [44, 255] + natura: true + ship_threshold: 400 + max_depth: 50 + max_shore_distance: 30000 + excluder_resolution: 200 + potential: simple # or conservative + clip_p_max_pu: 1.e-2 + offwind-dc: + cutout: europe-2013-era5 + resource: + method: wind + turbine: NREL_ReferenceTurbine_5MW_offshore + capacity_per_sqkm: 2 # ScholzPhd Tab 4.3.1: 10MW/km^2 and assuming 20% fraction of the already restricted + # area is available for installation of wind generators due to competing land use and likely public + # acceptance issues. + correction_factor: 0.8855 + # proxy for wake losses + # from 10.1016/j.energy.2018.08.153 + # until done more rigorously in #153 + corine: [44, 255] + natura: true + ship_threshold: 400 + max_depth: 50 + min_shore_distance: 30000 + excluder_resolution: 200 + potential: simple # or conservative + clip_p_max_pu: 1.e-2 + solar: + cutout: europe-2013-sarah + resource: + method: pv + panel: CSi + orientation: + slope: 35. + azimuth: 180. + capacity_per_sqkm: 1.7 # ScholzPhd Tab 4.3.1: 170 MW/km^2 and assuming 1% of the area can be used for solar PV panels + # Correction factor determined by comparing uncorrected area-weighted full-load hours to those + # published in Supplementary Data to + # Pietzcker, Robert Carl, et al. "Using the sun to decarbonize the power + # sector -- The economic potential of photovoltaics and concentrating solar + # power." Applied Energy 135 (2014): 704-720. + # This correction factor of 0.854337 may be in order if using reanalysis data. + # for discussion refer to https://github.com/PyPSA/pypsa-eur/pull/304 + # correction_factor: 0.854337 + corine: [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 26, 31, 32] + natura: true + excluder_resolution: 100 + potential: simple # or conservative + clip_p_max_pu: 1.e-2 + hydro: + cutout: europe-2013-era5 + carriers: [ror, PHS, hydro] + PHS_max_hours: 6 + hydro_max_hours: "energy_capacity_totals_by_country" # one of energy_capacity_totals_by_country, estimate_by_large_installations or a float + clip_min_inflow: 1.0 + +conventional: + nuclear: + p_max_pu: "data/nuclear_p_max_pu.csv" # float of file name + +lines: + types: + 220.: "Al/St 240/40 2-bundle 220.0" + 300.: "Al/St 240/40 3-bundle 300.0" + 380.: "Al/St 240/40 4-bundle 380.0" + s_max_pu: 0.7 + s_nom_max: .inf + length_factor: 1.25 + under_construction: 'zero' # 'zero': set capacity to zero, 'remove': remove, 'keep': with full capacity + +links: + p_max_pu: 1.0 + p_nom_max: .inf + include_tyndp: true + under_construction: 'zero' # 'zero': set capacity to zero, 'remove': remove, 'keep': with full capacity + +transformers: + x: 0.1 + s_nom: 2000. + type: '' + +load: + power_statistics: true # only for files from <2019; set false in order to get ENTSOE transparency data + interpolate_limit: 3 # data gaps up until this size are interpolated linearly + time_shift_for_large_gaps: 1w # data gaps up until this size are copied by copying from + manual_adjustments: true # false + scaling_factor: 1.0 + # regulate what components with which carriers are kept from PyPSA-Eur; # some technologies are removed because they are implemented differently # (e.g. battery or H2 storage) or have different year-dependent costs @@ -98,7 +305,6 @@ pypsa_eur: - hydro Store: [] - energy: energy_totals_year: 2011 base_emissions_year: 1990 @@ -130,7 +336,6 @@ biomass: - Manure solid, liquid - Sludge - solar_thermal: clearsky_model: simple # should be "simple" or "enhanced"? orientation: @@ -306,7 +511,9 @@ sector: OCGT: gas biomass_to_liquid: false biosng: false - + egs: true + flexible_egs: true + egs_fault_distance : 10 # km industry: @@ -365,12 +572,16 @@ industry: costs: year: 2030 version: v0.5.0 - lifetime: 25 #default lifetime - # From a Lion Hirth paper, also reflects average of Noothout et al 2016 - discountrate: 0.07 - # [EUR/USD] ECB: https://www.ecb.europa.eu/stats/exchange/eurofxref/html/eurofxref-graph-usd.en.html # noqa: E501 - USD2013_to_EUR2013: 0.7532 - + rooftop_share: 0.14 # based on the potentials, assuming (0.1 kW/m2 and 10 m2/person) + fill_values: + FOM: 0 + VOM: 0 + efficiency: 1 + fuel: 0 + investment: 0 + lifetime: 25 + "CO2 intensity": 0 + "discount rate": 0.07 # Marginal and capital costs can be overwritten # capital_cost: # onwind: 500 @@ -380,14 +591,35 @@ costs: offwind: 0.015 hydro: 0. H2: 0. + electrolysis: 0. + fuel cell: 0. battery: 0. - - emission_prices: # only used with the option Ep (emission prices) + battery inverter: 0. + emission_prices: # in currency per tonne emission, only used with the option Ep co2: 0. - lines: - length_factor: 1.25 #to estimate offwind connection costs - +clustering: + simplify_network: + to_substations: false # network is simplified to nodes with positive or negative power injection (i.e. substations or offwind connections) + algorithm: kmeans # choose from: [hac, kmeans] + feature: solar+onwind-time # only for hac. choose from: [solar+onwind-time, solar+onwind-cap, solar-time, solar-cap, solar+offwind-cap] etc. + exclude_carriers: [] + remove_stubs: true + remove_stubs_across_borders: true + cluster_network: + algorithm: kmeans + feature: solar+onwind-time + exclude_carriers: [] + aggregation_strategies: + generators: + p_nom_max: sum # use "min" for more conservative assumptions + p_nom_min: sum + p_min_pu: mean + marginal_cost: mean + committable: any + ramp_limit_up: max + ramp_limit_down: max + efficiency: mean solving: #tmpdir: "path/to/tmp" @@ -400,15 +632,7 @@ solving: track_iterations: false min_iterations: 4 max_iterations: 6 - keep_shadowprices: - - Bus - - Line - - Link - - Transformer - - GlobalConstraint - - Generator - - Store - - StorageUnit + seed: 123 solver: name: gurobi @@ -463,10 +687,10 @@ solving: threads: 4 lpmethod: 4 # barrier solutiontype: 2 # non basic solution, ie no crossover - barrier_convergetol: 1.e-5 - feasopt_tolerance: 1.e-6 - + barrier.convergetol: 1.e-5 + feasopt.tolerance: 1.e-6 cbc-default: {} # Used in CI + glpk-default: {} # Used in CI mem: 30000 #memory in MB; 20 GB enough for 50+B+I+H2; 100 GB for 181+B+I+H2 @@ -484,7 +708,7 @@ plotting: costs_threshold: 1 energy_max: 20000 energy_min: -20000 - energy_threshold: 50 + energy_threshold: 50. vre_techs: - onwind - offwind-ac @@ -527,6 +751,21 @@ plotting: - central gas boiler - solar thermal collector - central solar thermal collector + + nice_names: + OCGT: "Open-Cycle Gas" + CCGT: "Combined-Cycle Gas" + offwind-ac: "Offshore Wind (AC)" + offwind-dc: "Offshore Wind (DC)" + onwind: "Onshore Wind" + solar: "Solar" + PHS: "Pumped Hydro Storage" + hydro: "Reservoir & Dam" + battery: "Battery Storage" + H2: "Hydrogen Storage" + lines: "Transmission Lines" + ror: "Run of River" + tech_colors: # wind onwind: "#235ebc" @@ -535,8 +774,10 @@ plotting: offshore wind: "#6895dd" offwind-ac: "#6895dd" offshore wind (AC): "#6895dd" + offshore wind ac: "#6895dd" offwind-dc: "#74c6f2" offshore wind (DC): "#74c6f2" + offshore wind dc: "#74c6f2" # water hydro: '#298c81' hydro reservoir: '#298c81' @@ -544,12 +785,16 @@ plotting: run of river: '#3dbfb0' hydroelectricity: '#298c81' PHS: '#51dbcc' + hydro+PHS: "#08ad97" wave: '#a7d4cf' # solar solar: "#f9d002" solar PV: "#f9d002" solar thermal: '#ffbf2b' solar rooftop: '#ffea80' + # geothermal + geothermal heat: '#c19e01' + geothermal waste heat: '#c19e02' # gas OCGT: '#e0986c' OCGT marginal: '#e0986c' @@ -711,3 +956,10 @@ plotting: gas-to-power/heat: '#ee8340' waste: '#e3d37d' other: '#000000' + geothermal: '#ba91b1' + AC-AC: "#70af1d" + AC line: "#70af1d" + links: "#8a1caf" + HVDC links: "#8a1caf" + DC-DC: "#8a1caf" + DC link: "#8a1caf" diff --git a/data/Country_codes.csv b/data/Country_codes.csv deleted file mode 100644 index 3f4cf925..00000000 --- a/data/Country_codes.csv +++ /dev/null @@ -1,37 +0,0 @@ -Country,2 letter code (ISO-3166-2),3 letter code (ISO-3166-3) -Albania,AL,ALB -Austria,AT,AUT -Bosnia Herzegovina,BA,BIH -Belgium,BE,BEL -Bulgaria,BG,BGR -Switzerland,CH,CHE -Cyprus,CY,CYP -Czech Republic,CZ,CZE -Germany,DE,DEU -Denmark,DK,DNK -Spain,ES,ESP -Estonia,EE,EST -Finland,FI,FIN -France,FR,FRA -United Kingdom,GB,GBR -Greece,GR,GRC -Croatia,HR,HRV -Hungary,HU,HUN -Ireland,IE,IRL -Iceland,IS,ISL -Italy,IT,ITA -Lithuania,LT,LTU -Luxembourg,LU,LUX -Latvia,LV,LVA -Malta,MT,MLT -Macedonia,MK,MKD -Montenegro,ME,MNE -Netherlands,NL,NLD -Norway,NO,NOR -Poland,PL,POL -Portugal,PT,PRT -Romania,RO,ROU -Serbia,RS,SRB -Slovakia,SK,SVK -Slovenia,SI,SVN -Sweden,SE,SWE diff --git a/data/agg_p_nom_minmax.csv b/data/agg_p_nom_minmax.csv new file mode 100644 index 00000000..111215bc --- /dev/null +++ b/data/agg_p_nom_minmax.csv @@ -0,0 +1,31 @@ +country,carrier,min,max +DE,onwind,0.1, +DE,offwind-ac,0.1, +DE,offwind-dc,0.1, +DE,solar,0.2, +LU,onwind,, +LU,solar,, +NL,onwind,, +NL,offwind-ac,, +NL,offwind-dc,, +NL,solar,, +GB,onwind,, +GB,offwind-ac,, +GB,offwind-dc,, +GB,solar,, +IE,onwind,, +IE,offwind-ac,, +IE,offwind-dc,, +IE,solar,, +FR,onwind,, +FR,offwind-ac,, +FR,offwind-dc,, +FR,solar,, +DK,onwind,, +DK,offwind-ac,, +DK,offwind-dc,, +DK,solar,, +BE,onwind,, +BE,offwind-ac,, +BE,offwind-dc,, +BE,solar,, diff --git a/data/costs.csv b/data/costs.csv new file mode 100644 index 00000000..8953eb8a --- /dev/null +++ b/data/costs.csv @@ -0,0 +1,195 @@ +technology,year,parameter,value,unit,source +solar-rooftop,2030,discount rate,0.04,per unit,standard for decentral +onwind,2030,lifetime,30,years,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +offwind,2030,lifetime,30,years,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +solar,2030,lifetime,25,years,IEA2010 +solar-rooftop,2030,lifetime,25,years,IEA2010 +solar-utility,2030,lifetime,25,years,IEA2010 +PHS,2030,lifetime,80,years,IEA2010 +hydro,2030,lifetime,80,years,IEA2010 +ror,2030,lifetime,80,years,IEA2010 +OCGT,2030,lifetime,30,years,IEA2010 +nuclear,2030,lifetime,45,years,ECF2010 in DIW DataDoc http://hdl.handle.net/10419/80348 +CCGT,2030,lifetime,30,years,IEA2010 +coal,2030,lifetime,40,years,IEA2010 +lignite,2030,lifetime,40,years,IEA2010 +geothermal,2030,lifetime,40,years,IEA2010 +biomass,2030,lifetime,30,years,ECF2010 in DIW DataDoc http://hdl.handle.net/10419/80348 +oil,2030,lifetime,30,years,ECF2010 in DIW DataDoc http://hdl.handle.net/10419/80348 +onwind,2030,investment,1040,EUR/kWel,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +offwind,2030,investment,1640,EUR/kWel,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +offwind-ac-station,2030,investment,250,EUR/kWel,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +offwind-ac-connection-submarine,2030,investment,2685,EUR/MW/km,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +offwind-ac-connection-underground,2030,investment,1342,EUR/MW/km,DEA https://ens.dk/en/our-services/projections-and-models/technology-data +offwind-dc-station,2030,investment,400,EUR/kWel,Haertel 2017; assuming one onshore and one offshore node + 13% learning reduction +offwind-dc-connection-submarine,2030,investment,2000,EUR/MW/km,DTU report based on Fig 34 of https://ec.europa.eu/energy/sites/ener/files/documents/2014_nsog_report.pdf +offwind-dc-connection-underground,2030,investment,1000,EUR/MW/km,Haertel 2017; average + 13% learning reduction 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storage,2030,lifetime,40,years,http://www.acatech.de/fileadmin/user_upload/Baumstruktur_nach_Website/Acatech/root/de/Publikationen/Materialien/ESYS_Technologiesteckbrief_Energiespeicher.pdf +H2 pipeline,2030,investment,267,EUR/MW/km,Welder et al https://doi.org/10.1016/j.ijhydene.2018.12.156 +H2 pipeline,2030,lifetime,40,years,Krieg2012 http://juser.fz-juelich.de/record/136392/files/Energie%26Umwelt_144.pdf +H2 pipeline,2030,FOM,5,%/year,Krieg2012 http://juser.fz-juelich.de/record/136392/files/Energie%26Umwelt_144.pdf +H2 pipeline,2030,efficiency,0.98,per unit,Krieg2012 http://juser.fz-juelich.de/record/136392/files/Energie%26Umwelt_144.pdf +methanation,2030,investment,1000,EUR/kWH2,Schaber thesis +methanation,2030,lifetime,25,years,Schaber thesis +methanation,2030,FOM,3,%/year,Schaber thesis +methanation,2030,efficiency,0.6,per unit,Palzer; Breyer for DAC +helmeth,2030,investment,1000,EUR/kW,no source +helmeth,2030,lifetime,25,years,no source +helmeth,2030,FOM,3,%/year,no source 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ground-sourced heat pump,2030,investment,1400,EUR/kWth,Palzer thesis +decentral ground-sourced heat pump,2030,lifetime,20,years,Palzer thesis +decentral ground-sourced heat pump,2030,FOM,3.5,%/year,Palzer thesis +decentral ground-sourced heat pump,2030,efficiency,4,per unit,default for costs +decentral ground-sourced heat pump,2030,discount rate,0.04,per unit,Palzer thesis +central air-sourced heat pump,2030,investment,700,EUR/kWth,Palzer thesis +central air-sourced heat pump,2030,lifetime,20,years,Palzer thesis +central air-sourced heat pump,2030,FOM,3.5,%/year,Palzer thesis +central air-sourced heat pump,2030,efficiency,3,per unit,default for costs +retrofitting I,2030,discount rate,0.04,per unit,Palzer thesis +retrofitting I,2030,lifetime,50,years,Palzer thesis +retrofitting I,2030,FOM,1,%/year,Palzer thesis +retrofitting I,2030,investment,50,EUR/m2/fraction reduction,Palzer thesis +retrofitting II,2030,discount rate,0.04,per unit,Palzer thesis +retrofitting 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https://ec.europa.eu/energy/sites/ener/files/documents/2014_nsog_report.pdf +HVDC submarine,2030,lifetime,40,years,Hagspiel +HVDC submarine,2030,FOM,2,%/year,Hagspiel +HVDC inverter pair,2030,investment,150000,EUR/MW,Hagspiel +HVDC inverter pair,2030,lifetime,40,years,Hagspiel +HVDC inverter pair,2030,FOM,2,%/year,Hagspiel diff --git a/data/custom_powerplants.csv b/data/custom_powerplants.csv new file mode 100644 index 00000000..4e039b7a --- /dev/null +++ b/data/custom_powerplants.csv @@ -0,0 +1 @@ +Name,Fueltype,Technology,Set,Country,Capacity,Efficiency,Duration,Volume_Mm3,DamHeight_m,YearCommissioned,Retrofit,lat,lon,projectID,YearDecommissioning diff --git a/data/egs_costs.xlsx b/data/egs_costs.xlsx new file mode 100644 index 00000000..db5424e2 Binary files /dev/null and b/data/egs_costs.xlsx differ diff --git a/data/egs_global_potential.xlsx b/data/egs_global_potential.xlsx new file mode 100644 index 00000000..e70ee639 Binary files /dev/null and b/data/egs_global_potential.xlsx differ diff --git a/data/eia_hydro_annual_generation.csv b/data/eia_hydro_annual_generation.csv new file mode 100644 index 00000000..9b781ee3 --- /dev/null +++ b/data/eia_hydro_annual_generation.csv @@ -0,0 +1,50 @@ +https://www.eia.gov/international/data/world/electricity/electricity-generation?pd=2&p=000000000000000000000000000000g&u=1&f=A&v=mapbubble&a=-&i=none&vo=value&t=R&g=000000000000002&l=73-1028i008017kg6368g80a4k000e0ag00gg0004g8g0ho00g000400008&s=315532800000&e=1577836800000&ev=false& +Report generated on: 03-28-2022 11:20:48 +"API","","1980","1981","1982","1983","1984","1985","1986","1987","1988","1989","1990","1991","1992","1993","1994","1995","1996","1997","1998","1999","2000","2001","2002","2003","2004","2005","2006","2007","2008","2009","2010","2011","2012","2013","2014","2015","2016","2017","2018","2019","2020" +"","hydroelectricity net generation (billion kWh)","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","","" +"INTL.33-12-EURO-BKWH.A"," Europe","458.018","464.155","459.881","473.685","481.241","476.739","459.535","491.085","534.517","465.365","474.466","475.47","509.041","526.448","531.815","543.743","529.114164","543.845616","562.441501","569.308453","591.206662","587.371195","541.542535","506.19703","544.536443","545.176179","537.335934","540.934407","567.557921","564.244482","619.96477","543.05273","600.46622","631.86431","619.59229","615.53013","629.98906","562.59258","619.31106","610.62616","670.925" +"INTL.33-12-ALB-BKWH.A"," 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Belgium","0.274","0.377","0.325","0.331","0.348","0.282","0.339","0.425","0.354","0.3","0.263","0.226","0.338","0.252","0.342","0.335","0.237","0.30195","0.38511","0.338","0.455","0.437","0.356","0.245","0.314","0.285","0.355","0.385","0.406","0.325","0.298","0.193","0.353","0.376","0.289","0.314","0.367","0.268","0.311","0.108","1.29" +"INTL.33-12-BIH-BKWH.A"," Bosnia and Herzegovina","--","--","--","--","--","--","--","--","--","--","--","--","3.374","2.343","3.424","3.607","5.104","4.608","4.511","5.477","5.043","5.129","5.215","4.456","5.919","5.938","5.798","3.961","4.818","6.177","7.946","4.343","4.173","7.164","5.876","5.495","5.585","3.7521","6.35382","6.02019","6.1" +"INTL.33-12-BGR-BKWH.A"," Bulgaria","3.674","3.58","3.018","3.318","3.226","2.214","2.302","2.512","2.569","2.662","1.859","2.417","2.042","1.923","1.453","2.291","2.89","2.726","3.066","2.725","2.646","1.72","2.172","2.999","3.136","4.294","4.196","2.845","2.796","3.435","4.98168","2.84328","3.14622","3.99564","4.55598","5.59845","3.8412","2.79972","5.09553","3.34917","3.37" +"INTL.33-12-HRV-BKWH.A"," Croatia","--","--","--","--","--","--","--","--","--","--","--","--","4.298","4.302","4.881","5.212","7.156","5.234","5.403","6.524","5.794","6.482","5.311","4.827","6.888","6.27","5.94","4.194","5.164","6.663","9.035","4.983","4.789","8.536","8.917","6.327","6.784","5.255","7.62399","5.87268","3.4" +"INTL.33-12-CYP-BKWH.A"," Cyprus","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0" +"INTL.33-12-CZE-BKWH.A"," Czech Republic","--","--","--","--","--","--","--","--","--","--","--","--","--","1.355","1.445","1.982","1.949","1.68201","1.382","1.664","1.7404","2.033","2.467","1.369","1.999","2.356","2.525","2.068","2.004","2.405","2.775","1.95","2.107","2.704","1.909","1.779","1.983","1.852","1.615","1.98792","3.4" +"INTL.33-12-DNK-BKWH.A"," Denmark","0.03","0.031","0.028","0.036","0.028","0.027","0.029","0.029","0.032","0.027","0.027","0.026","0.028","0.027","0.033","0.03","0.019","0.019","0.02673","0.031","0.03","0.028","0.032","0.021","0.027","0.023","0.023","0.028","0.026","0.019","0.021","0.017","0.017","0.013","0.015","0.018","0.019","0.018","0.015","0.01584","0.02" +"INTL.33-12-EST-BKWH.A"," Estonia","--","--","--","--","--","--","--","--","--","--","--","--","0.001","0.001","0.003","0.002","0.002","0.003","0.004","0.004","0.005","0.007","0.006","0.013","0.022","0.022","0.014","0.021","0.028","0.032","0.027","0.03","0.042","0.026","0.027","0.027","0.035","0.026","0.015","0.01881","0.04" +"INTL.33-12-FRO-BKWH.A"," Faroe Islands","0.049","0.049","0.049","0.049","0.049","0.049","0.049","0.049","0.062","0.071","0.074","0.074","0.083","0.073","0.075","0.075","0.069564","0.075066","0.076501","0.069453","0.075262","0.075195","0.095535","0.08483","0.093443","0.097986","0.099934","0.103407","0.094921","0.091482","0.06676","0.092","0.099","0.091","0.121","0.132","0.105","0.11","0.107","0.102","0.11" +"INTL.33-12-FIN-BKWH.A"," Finland","10.115","13.518","12.958","13.445","13.115","12.211","12.266","13.658","13.229","12.9","10.75","13.065","14.956","13.341","11.669","12.796","11.742","12.11958","14.9","12.652","14.513","13.073","10.668","9.495","14.919","13.646","11.379","14.035","16.941","12.559","12.743","12.278","16.667","12.672","13.24","16.584","15.634","14.61","13.137","12.31461","15.56" +"INTL.33-12-CSK-BKWH.A"," Former Czechoslovakia","4.8","4.2","3.7","3.9","3.2","4.3","4","4.853","4.355","4.229","3.919","3.119","3.602","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--" +"INTL.33-12-SCG-BKWH.A"," Former Serbia and Montenegro","--","--","--","--","--","--","--","--","--","--","--","--","11.23","10.395","11.016","12.071","14.266","12.636","12.763","13.243","11.88","12.326","11.633","9.752","11.01","11.912","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--" +"INTL.33-12-YUG-BKWH.A"," Former Yugoslavia","27.868","25.044","23.295","21.623","25.645","24.363","27.474","25.98","25.612","23.256","19.601","18.929","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--" +"INTL.33-12-FRA-BKWH.A"," France","68.253","70.358","68.6","67.515","64.01","60.248","60.953","68.623","73.952","45.744","52.796","56.277","68.313","64.3","78.057","72.196","64.43","63.151","61.479","71.832","66.466","73.888","59.992","58.567","59.276","50.965","55.741","57.029","63.017","56.428","61.945","45.184","59.099","71.042","62.993","54.876","60.094","49.389","64.485","56.98242","64.84" +"INTL.33-12-DEU-BKWH.A"," Germany","--","--","--","--","--","--","--","--","--","--","--","14.742","17.223","17.699","19.731","21.562","21.737","17.18343","17.044","19.451","21.515","22.506","22.893","19.071","20.866","19.442","19.808","20.957","20.239","18.841","20.678","17.323","21.331","22.66","19.31","18.664","20.214","19.985","17.815","19.86039","24.75" +"INTL.33-12-DDR-BKWH.A"," Germany, East","1.658","1.718","1.748","1.683","1.748","1.758","1.767","1.726","1.719","1.551","1.389","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--" +"INTL.33-12-DEUW-BKWH.A"," Germany, West","17.125","17.889","17.694","16.713","16.434","15.354","16.526","18.36","18.128","16.482","15.769","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--" +"INTL.33-12-GIB-BKWH.A"," Gibraltar","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0" +"INTL.33-12-GRC-BKWH.A"," Greece","3.396","3.398","3.551","2.331","2.852","2.792","3.222","2.768","2.354","1.888","1.751","3.068","2.181","2.26","2.573","3.494","4.305","3.84318","3.68","4.546","3.656","2.076","2.772","4.718","4.625","4.967","5.806","2.565","3.279","5.32","7.431","3.998","4.387","6.337","4.464","5.782","5.543","3.962","5.035","3.9798","3.43" +"INTL.33-12-HUN-BKWH.A"," Hungary","0.111","0.166","0.158","0.153","0.179","0.153","0.152","0.167","0.167","0.156","0.176","0.192","0.156","0.164","0.159","0.161","0.205","0.21384","0.15345","0.179","0.176","0.184","0.192","0.169","0.203","0.2","0.184","0.208","0.211","0.226","0.184","0.216","0.206","0.208","0.294","0.227","0.253","0.214","0.216","0.21681","0.24" +"INTL.33-12-ISL-BKWH.A"," Iceland","3.053","3.085","3.407","3.588","3.738","3.667","3.846","3.918","4.169","4.217","4.162","4.162","4.267","4.421","4.47","4.635","4.724","5.15493","5.565","5.987","6.292","6.512","6.907","7.017","7.063","6.949","7.22","8.31","12.303","12.156","12.51","12.382","12.214","12.747","12.554","13.541","13.092","13.892","13.679","13.32441","12.46" +"INTL.33-12-IRL-BKWH.A"," Ireland","0.833","0.855","0.792","0.776","0.68","0.824","0.91","0.673","0.862","0.684","0.69","0.738","0.809","0.757","0.911","0.706","0.715","0.67122","0.907","0.838","0.838","0.59","0.903","0.592","0.624","0.625","0.717","0.66","0.959","0.893","0.593","0.699","0.795","0.593","0.701","0.798","0.674","0.685","0.687","0.87813","1.21" +"INTL.33-12-ITA-BKWH.A"," Italy","44.997","42.782","41.216","40.96","41.923","40.616","40.626","39.05","40.205","33.647","31.31","41.817","41.778","41.011","44.212","37.404","41.617","41.18697","40.808","44.911","43.763","46.343","39.125","33.303","41.915","35.706","36.624","32.488","41.207","48.647","50.506","45.36477","41.45625","52.24626","57.95955","45.08163","42.00768","35.83701","48.29913","45.31824","47.72" +"INTL.33-12-XKS-BKWH.A"," Kosovo","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","0.075","0.119","0.154","0.104","0.095","0.142","0.149","0.139","0.243","0.177","0.27027","0.2079","0.26" +"INTL.33-12-LVA-BKWH.A"," Latvia","--","--","--","--","--","--","--","--","--","--","--","--","2.498","2.846","3.272","2.908","1.841","2.922","2.99","2.729","2.791","2.805","2.438","2.243","3.078","3.293","2.671","2.706","3.078","3.422","3.488","2.857","3.677","2.838","1.953","1.841","2.523","4.356","2.417","2.08692","2.59" +"INTL.33-12-LTU-BKWH.A"," Lithuania","--","--","--","--","--","--","--","--","--","--","--","--","0.308","0.389","0.447","0.369","0.323","0.291","0.413","0.409","0.336","0.322","0.35","0.323","0.417","0.446193","0.393","0.417","0.398","0.42","0.535","0.475","0.419","0.516","0.395","0.346","0.45","0.597","0.427","0.34254","1.06" +"INTL.33-12-LUX-BKWH.A"," Luxembourg","0.086","0.095","0.084","0.083","0.088","0.071","0.084","0.101","0.097","0.072","0.07","0.083","0.069","0.066","0.117","0.087","0.059","0.082","0.114","0.084","0.119","0.117","0.098","0.078","0.103","0.093","0.11","0.116","0.131","0.105","0.104","0.061","0.095","0.114","0.104","0.095","0.111","0.082","0.089","0.10593","1.09" +"INTL.33-12-MLT-BKWH.A"," Malta","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0","0" +"INTL.33-12-MNE-BKWH.A"," Montenegro","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","1.733","1.271","1.524","2.05","2.723","1.192","1.462","2.479","1.734","1.476","1.825","1.014","2.09187","1.78","1.8" +"INTL.33-12-NLD-BKWH.A"," Netherlands","0","0","0","0","0","0.003","0.003","0.001","0.002","0.037","0.119","0.079","0.119","0.091","0.1","0.087","0.079","0.09108","0.111","0.089","0.141","0.116","0.109","0.071","0.094","0.087","0.105","0.106","0.101","0.097","0.105","0.057","0.104","0.114","0.112","0.093","0.1","0.061","0.072","0.07326","0.05" +"INTL.33-12-MKD-BKWH.A"," North Macedonia","--","--","--","--","--","--","--","--","--","--","--","--","0.817","0.517","0.696","0.793","0.842","0.891","1.072","1.375","1.158","0.62","0.749","1.36","1.467","1.477","1.634","1","0.832","1.257","2.407","1.419","1.031","1.568","1.195","1.846","1.878","1.099","1.773","1.15236","1.24" +"INTL.33-12-NOR-BKWH.A"," Norway","82.717","91.876","91.507","104.704","104.895","101.464","95.321","102.341","107.919","117.369","119.933","109.032","115.505","118.024","110.398","120.315","102.823","108.677","114.546","120.237","140.4","119.258","128.078","104.425","107.693","134.331","118.175","132.319","137.654","124.03","116.257","119.78","141.189","127.551","134.844","136.662","142.244","141.651","138.202","123.66288","141.69" +"INTL.33-12-POL-BKWH.A"," Poland","2.326","2.116","1.528","1.658","1.394","1.833","1.534","1.644","1.775","1.593","1.403","1.411","1.492","1.473","1.716","1.868","1.912","1.941","2.286","2.133","2.085","2.302","2.256","1.654","2.06","2.179","2.022","2.328","2.13","2.351","2.9","2.313","2.02","2.421","2.165","1.814","2.117","2.552","1.949","1.93842","2.93" +"INTL.33-12-PRT-BKWH.A"," Portugal","7.873","4.934","6.82","7.897","9.609","10.512","8.364","9.005","12.037","5.72","9.065","8.952","4.599","8.453","10.551","8.26","14.613","12.97395","12.853","7.213","11.21","13.894","7.722","15.566","9.77","4.684","10.892","9.991","6.73","8.201","15.954","11.423","5.589","13.652","15.471","8.615","15.608","5.79","12.316","8.6526","13.96" +"INTL.33-12-ROU-BKWH.A"," Romania","12.506","12.605","11.731","9.934","11.208","11.772","10.688","11.084","13.479","12.497","10.87","14.107","11.583","12.64","12.916","16.526","15.597","17.334","18.69","18.107","14.63","14.774","15.886","13.126","16.348","20.005","18.172","15.806","17.023","15.379","19.684","14.581","11.945","14.807","18.618","16.467","17.848","14.349","17.48736","15.65289","15.53" +"INTL.33-12-SRB-BKWH.A"," Serbia","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","--","10.855","9.937","9.468","10.436","11.772","8.58","9.193","10.101","10.893","9.979","10.684","9.061","10.53261","10.07028","9.66" +"INTL.33-12-SVK-BKWH.A"," Slovakia","--","--","--","--","--","--","--","--","--","--","--","--","--","3.432","4.311","4.831","4.185","4.023","4.224","4.429","4.569","4.878","5.215","3.4452","4.059","4.592","4.355","4.406","4","4.324","5.184","3.211","3.687","4.329","3.762","3.701","4.302","4.321","3.506","4.27383","4.67" +"INTL.33-12-SVN-BKWH.A"," Slovenia","--","--","--","--","--","--","--","--","--","--","--","--","3.379","2.974","3.348","3.187","3.616","3.046","3.4","3.684","3.771","3.741","3.265","2.916","4.033","3.426","3.555","3.233","3.978","4.666","4.452","3.506","3.841","4.562","6.011","3.75","4.443","3.814","4.643","4.43421","5.24" +"INTL.33-12-ESP-BKWH.A"," Spain","29.16","21.64","25.99","26.696","31.088","30.895","26.105","27.016","34.76","19.046","25.16","27.01","18.731","24.133","27.898","22.881","39.404","34.43","33.665","22.634","29.274","40.617","22.691","40.643","31.359","18.209","25.699","27.036","23.13","26.147","41.576","30.07","20.192","36.45","38.815","27.656","35.77","18.007","33.743","24.23025","33.34" +"INTL.33-12-SWE-BKWH.A"," Sweden","58.133","59.006","54.369","62.801","67.106","70.095","60.134","70.95","69.016","70.911","71.778","62.603","73.588","73.905","58.508","67.421","51.2226","68.365","74.25","70.974","77.798","78.269","65.696","53.005","59.522","72.075","61.106","65.497","68.378","65.193","66.279","66.047","78.333","60.81","63.227","74.734","61.645","64.651","61.79","64.46583","71.6" +"INTL.33-12-CHE-BKWH.A"," Switzerland","32.481","35.13","35.974","35.069","29.871","31.731","32.576","34.328","35.437","29.477","29.497","31.756","32.373","35.416","38.678","34.817","28.458","33.70257","33.136","39.604","36.466","40.895","34.862","34.471","33.411","30.914","30.649","34.898","35.676","35.366","35.704","32.069","38.218","38.08","37.659","37.879","34.281","33.754","34.637","37.6596","40.62" +"INTL.33-12-TUR-BKWH.A"," Turkey","11.159","12.308","13.81","11.13","13.19","11.822","11.637","18.314","28.447","17.61","22.917","22.456","26.302","33.611","30.28","35.186","40.07","39.41784","41.80671","34.33","30.57","23.77","33.346","34.977","45.623","39.165","43.802","35.492","32.937","35.598","51.423","51.155","56.669","58.225","39.75","65.856","66.686","57.824","59.49","87.99714","77.39" +"INTL.33-12-GBR-BKWH.A"," United Kingdom","3.921","4.369","4.543","4.548","3.992","4.08","4.767","4.13","4.915","4.732","5.119","4.534","5.329","4.237","5.043","4.79","3.359","4.127","5.067","5.283","5.035","4.015","4.74","3.195","4.795","4.873","4.547","5.026","5.094","5.178","3.566","5.655","5.286","4.667","5.832","6.246","5.342","5.836","5.189","5.89941","7.64" diff --git a/data/entsoegridkit/README.md b/data/entsoegridkit/README.md new file mode 100644 index 00000000..7ee77ada --- /dev/null +++ b/data/entsoegridkit/README.md @@ -0,0 +1,130 @@ +# Unofficial ENTSO-E dataset processed by GridKit + +This dataset was generated based on a map extract from March 2022. +This is an _unofficial_ extract of the +[ENTSO-E interactive map](https://www.entsoe.eu/data/map/) +of the European power system (including to a limited extent North +Africa and the Middle East). The dataset has been processed by GridKit +to form complete topological connections. This dataset is neither +approved nor endorsed by ENTSO-E. + +This dataset may be inaccurate in several ways, notably: + ++ Geographical coordinates are transfered from the ENTSO-E map, which + is known to choose topological clarity over geographical + accuracy. Hence coordinates will not correspond exactly to reality. ++ Voltage levels are typically provided as ranges by ENTSO-E, of which + the lower bound has been reported in this dataset. ++ Line structure conflicts are resolved by picking the first structure + in the set ++ Transformers are _not present_ in the original ENTSO-E dataset, + their presence has been derived from the different voltages from + connected lines. ++ The connection between generators and busses is derived as the + geographically nearest station at the lowest voltage level. This + information is again not present in the ENTSO-E dataset. + +All users are advised to exercise caution in the use of this +dataset. No liability is taken for inaccuracies. + + +## Contents of dataset + +This dataset is provided as set of CSV files that describe the ENTSO-E +network. These files use the comma (`,`) as field separator, single +newlines (`\n`) as record separator, and single quotes (`'`) as string +quote characters. The CSV files have headers. + +Example code for reading the files: + + # R + buses <- read.csv("buses.csv", header=TRUE, quote="'") + # python + import io, csv + class dialect(csv.excel): + quotechar = "'" + with io.open('buses.csv', 'rb') as handle: + buses = list(csv.DictReader(handle, dialect)) + +### buses.csv: + +Describes terminals, vertices, or 'nodes' of the system + ++ `bus_id`: the unique identifier for the bus ++ `station_id`: unique identifier of its substation; a station may have multiple buses, which are typically connected by transformers ++ `voltage`: the operating voltage of this bus ++ `dc`: boolean ('t' or 'f'), describes whether the bus is a HVDC + terminal (t) or a regular AC terminal (f) ++ `symbol`: type of station of this bus. ++ `under_construction`: boolean ('t' if station is currently under construction, + 'f' otherwise) ++ `tags`: _hstore_ encoded dictionary of 'extra' properties for this bus ++ `x`: longitude of its location ++ `y`: latitude of its location + +**NOTA BENE**: During the processing of the network, so called +'synthetic' stations may be inserted on locations where lines are +apparantly connected. Such synthetic stations can be recognised +because their symbol is always `joint`. + +### lines.csv: + +Buses are connected by AC-lines: + ++ `line_id`: unique identifier for the line ++ `bus0`: first of the two connected buses ++ `bus1`: second of two connected buses ++ `voltage`: operating voltage of the line (identical to operating voltage of + the bus) ++ `circuits`: number of (independent) circuits in this link, each of which + typically has 3 cables. ++ `length`: length of line in km ++ `underground`: boolean, `t` if this is an underground cable, `f` for + an overhead line ++ `under_construction`: boolean, `t` for lines that are currently + under construction ++ `tags`: _hstore_ encoded dictionary of extra properties for this link ++ `geometry`: extent of this line in well-known-text format (WGS84) + +### links.csv: + +Connections between buses: + ++ `link_id`: unique identifier for the link ++ `bus0`: first of the two connected buses ++ `bus1`: second of two connected buses ++ `length`: length of line in km ++ `under_construction`: boolean, `t` for lines that are currently + under construction ++ `tags`: _hstore_ encoded dictionary of extra properties for this link ++ `geometry`: extent of this line in well-known-text format (WGS84) + +### generators.csv + +Generators attached to the network. + ++ `generator_id`: unique identifier for the generator ++ `bus_id`: the bus to which this generator is connected ++ `technology`: type of generator ++ `capacity`: capacity of this generator in MW ++ `tags`: _hstore_ encoded dictionary of extra attributes ++ `geometry`: location of generator in well-known text format (WGS84) + +### transformers.csv + +A transformer connects buses which operate at distinct voltages. **NOTA BENE**: +Transformers are _not_ represented in the original dataset, but instead have +been added at substations to connect AC transmission lines of distinct voltage +levels. + ++ `transformer_id`: unique identifier ++ `bus0`: Bus at lower voltage level + `bus1`: Bus at higher voltage level + +### converters.csv + +Back-to-back converters connecting non-synchronized buses. + ++ `converter_id`: unique identifier ++ `bus0`: First bus + `bus1`: Second bus diff --git a/data/entsoegridkit/buses.csv b/data/entsoegridkit/buses.csv new file mode 100644 index 00000000..567272fd --- /dev/null +++ b/data/entsoegridkit/buses.csv @@ -0,0 +1,8808 @@ +bus_id,station_id,voltage,dc,symbol,under_construction,tags,x,y +1,3,380,f,Substation,f,'"TSO"=>"", "oid"=>"29904", "country"=>"SA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.726563,21.665086 +2,4,380,f,Substation,f,'"TSO"=>"", "oid"=>"29909", "country"=>"SA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.186615,21.851302 +3,6,380,f,Substation,f,'"TSO"=>"", "oid"=>"29912", "country"=>"SA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.461273,21.719956 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"oid"=>"33827", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.529999,42.477161 +2923,3595,220,f,Substation,f,'"TSO"=>"", "oid"=>"33827", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.529999,42.477161 +2925,3596,220,f,Substation,f,'"TSO"=>"", "oid"=>"33825", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.59317000000001,42.036034 +2926,3597,380,f,Substation,f,'"TSO"=>"", "oid"=>"34012", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.01089500000001,42.795401 +2927,3598,220,f,Substation,f,'"TSO"=>"", "oid"=>"33837", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-5.71014400000001,43.066881 +2928,3599,380,f,Substation,f,'"TSO"=>"", "oid"=>"33832", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-5.79803500000001,42.835696 +2929,3601,380,f,Substation,f,'"TSO"=>"", "oid"=>"33833", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-5.749969,42.555104 +2930,3602,380,f,Substation,f,'"TSO"=>"", "oid"=>"34165", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.93237299999999,42.030934 +2931,3603,220,f,Substation,f,'"TSO"=>"", "oid"=>"34138", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.86645500000001,42.030934 +2932,3605,220,f,Substation,f,'"TSO"=>"", "oid"=>"33799", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.472321,41.893077 +2933,3607,220,f,Substation,f,'"TSO"=>"REN", "oid"=>"33504", "country"=>"PT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1515587389000", "visible_on_printed"=>"1"',-6.740112,41.436549 +2935,3608,380,f,Substation,f,'"TSO"=>"REN", "oid"=>"33536", "country"=>"PT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1515412738000", "visible_on_printed"=>"1"',-6.84448199999999,41.25613 +2934,3608,220,f,Substation,f,'"TSO"=>"REN", "oid"=>"33536", "country"=>"PT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1515412738000", "visible_on_printed"=>"1"',-6.84448199999999,41.25613 +2936,3610,220,f,Substation,f,'"TSO"=>"", "oid"=>"33669", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',-6.70852699999999,41.071069 +2937,3612,380,f,Hydro run of river & pondage,f,'"TSO"=>"Producer", "oid"=>"33453", "country"=>"PT", "visible"=>"1", "capacity"=>"191", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515412671000", "visible_on_printed"=>"1"',-6.51489300000001,41.332482 +2938,3613,220,f,Substation,f,'"TSO"=>"REN", "oid"=>"33505", "country"=>"PT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1515173607000", "visible_on_printed"=>"1"',-6.409149,41.455079 +2939,3614,220,f,Hydro run of river & pondage,f,'"TSO"=>"Producer", "oid"=>"35271", "country"=>"PT", "visible"=>"1", "capacity"=>"195", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515412695000", "visible_on_printed"=>"1"',-6.330872,41.428313 +2940,3615,220,f,Substations + Power Plants,f,'"TSO"=>"Producer", "oid"=>"33503", "country"=>"PT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1515167972000", "visible_on_printed"=>"1"',-6.50116000000001,41.374748 +2942,3618,380,f,Substation,f,'"TSO"=>"", "oid"=>"35333", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',-6.638489,41.190023 +2941,3618,220,f,Substation,f,'"TSO"=>"", "oid"=>"35333", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',-6.638489,41.190023 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"visible_on_printed"=>"1"',-6.078186,41.53531 +2948,3625,380,f,Substation,f,'"oid"=>"77314", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1516116826000", "ModifiedDate"=>"1516116847000", "visible_on_printed"=>"1"',-5.776062,41.796912 +2949,3626,220,f,Substation,f,'"TSO"=>"", "oid"=>"33800", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-5.82138100000001,41.514747 +2950,3627,220,f,Hydro run of river & pondage,f,'"TSO"=>"Producer", "oid"=>"35272", "country"=>"PT", "visible"=>"1", "capacity"=>"245", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515412707000", "visible_on_printed"=>"1"',-6.30615199999999,41.467428 +2951,3628,220,f,Substation,f,'"TSO"=>"", "oid"=>"33805", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.15509,41.429342 +2952,3631,220,f,Substation,f,'"TSO"=>"", "oid"=>"35597", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-5.847473,41.235478 +2953,3633,220,f,Substation,f,'"TSO"=>"", "oid"=>"33803", "country"=>"ES", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-5.73486299999999,41.008921 +2954,3634,220,f,Substation,f,'"TSO"=>"", "oid"=>"31114", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.041199,48.591143 +2956,3635,500,f,Substation,f,'"TSO"=>"", "oid"=>"31064", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.432587,48.685521 +2955,3635,220,f,Substation,f,'"TSO"=>"", "oid"=>"31064", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.432587,48.685521 +2957,3636,220,f,Substation,f,'"TSO"=>"", "oid"=>"31264", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',46.150818,48.314255 +2958,3637,220,f,Substation,f,'"TSO"=>"", "oid"=>"31258", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',46.164551,47.678334 +2959,3638,220,f,Substation,f,'"TSO"=>"", "oid"=>"37106", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.815735,47.501431 +2960,3639,132,f,Substation,f,'"TSO"=>"", "oid"=>"35172", "country"=>"KZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',46.911621,48.444689 +2961,3640,132,f,Substation,f,'"TSO"=>"", "oid"=>"35173", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',47.054443,48.169749 +2962,3641,132,f,Substation,f,'"TSO"=>"", "oid"=>"35156", "country"=>"KZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',47.438965,47.973375 +2963,3642,220,f,Substation,f,'"TSO"=>"Kharabali", "oid"=>"101316", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549541178000", "ModifiedDate"=>"1549541193000", "visible_on_printed"=>"1"',47.183533,47.378824 +2964,3643,220,f,Substation,f,'"TSO"=>"", "oid"=>"31043", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.664185,46.343136 +2965,3644,220,f,Substation,f,'"TSO"=>"", "oid"=>"31260", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',46.893768,45.713851 +2966,3645,220,f,Substation,f,'"TSO"=>"", "oid"=>"31259", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.50351,46.054173 +2967,3646,220,f,Substation,f,'"TSO"=>"", "oid"=>"31263", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.433228,46.857374 +2968,3647,220,f,Substation,f,'"TSO"=>"", "oid"=>"31262", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549541810000", "visible_on_printed"=>"1"',48.180542,46.636237 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"visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629889000", "visible_on_printed"=>"1"',39.652405,48.562976 +2975,3656,132,f,Substation,f,'"TSO"=>"", "oid"=>"35005", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516806205000", "visible_on_printed"=>"1"',39.671631,48.548433 +2976,3657,132,f,Substation,f,'"TSO"=>"", "oid"=>"35004", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516806180000", "visible_on_printed"=>"1"',39.685364,48.461995 +2978,3658,500,f,Substation,f,'"TSO"=>"", "oid"=>"31958", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516629946000", "visible_on_printed"=>"1"',39.510956,48.243882 +2977,3658,220,f,Substation,f,'"TSO"=>"", "oid"=>"31958", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516629946000", "visible_on_printed"=>"1"',39.510956,48.243882 +2979,3659,220,f,Substation,f,'"TSO"=>"", "oid"=>"31959", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516630035000", "visible_on_printed"=>"1"',39.396973,48.034019 +2980,3660,220,f,Substation,f,'"TSO"=>"", "oid"=>"31957", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516806136000", "visible_on_printed"=>"1"',39.789734,48.293244 +2981,3661,132,f,Substation,f,'"TSO"=>"", "oid"=>"35006", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',39.987488,48.418264 +2982,3662,220,f,Substation,f,'"TSO"=>"", "oid"=>"31993", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.045166,48.221013 +2983,3663,220,f,Substation,f,'"TSO"=>"", "oid"=>"31992", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.398102,48.327039 +2984,3664,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31356", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.894104,47.742094 +2985,3665,220,f,Substation,f,'"TSO"=>"", "oid"=>"31359", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.854279,47.595977 +2986,3666,220,f,Substation,f,'"TSO"=>"", "oid"=>"31287", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.548035,47.407644 +2987,3667,220,f,Substation,f,'"TSO"=>"", "oid"=>"31009", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.721069,47.330446 +2988,3668,220,f,Substation,f,'"TSO"=>"", "oid"=>"31387", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.465637,47.176645 +2990,3669,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31007", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.947662,47.461523 +2989,3669,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31007", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.947662,47.461523 +2991,3670,220,f,Substation,f,'"TSO"=>"", "oid"=>"31044", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.781494,47.090696 +2992,3671,220,f,Substation,f,'"TSO"=>"", "oid"=>"31357", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.144043,47.868459 +2994,3672,500,f,Substation,f,'"TSO"=>"", "oid"=>"31017", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',40.148163,47.605237 +2993,3672,220,f,Substation,f,'"TSO"=>"", "oid"=>"31017", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',40.148163,47.605237 +2995,3673,220,f,Substation,f,'"TSO"=>"", "oid"=>"31358", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.516205,47.987164 +2996,3674,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31014", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.107849,47.663538 +2997,3675,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31292", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.121582,47.52091 +2998,3676,220,f,Substation,f,'"TSO"=>"", "oid"=>"31049", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.869385,46.414192 +2999,3677,220,f,Substation,f,'"TSO"=>"", "oid"=>"31285", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.289612,46.874275 +7227,8263,220,f,joint,,,-3.96216247906977,39.4384554111876 +8380,9682,380,f,joint,,,3.974304,36.136766 +3002,3678,500,f,Substation,f,'"TSO"=>"", "oid"=>"31019", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.157776,46.077041 +3001,3678,300,f,Substation,f,'"TSO"=>"", "oid"=>"31019", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.157776,46.077041 +3000,3678,220,f,Substation,f,'"TSO"=>"", "oid"=>"31019", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.157776,46.077041 +3003,3679,220,f,Substation,f,'"TSO"=>"", "oid"=>"31279", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.605713,45.236218 +3004,3680,300,f,Substation,f,'"TSO"=>"", "oid"=>"31026", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.621948,45.469762 +3005,3681,220,f,Substation,f,'"TSO"=>"", "oid"=>"31282", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1500297170000", "visible_on_printed"=>"1"',40.851288,46.305201 +3006,3682,220,f,Substation,f,'"TSO"=>"", "oid"=>"31286", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1500297185000", "visible_on_printed"=>"1"',41.22345,46.51068 +3007,3683,220,f,Substation,f,'"TSO"=>"", "oid"=>"31283", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.938934,46.976505 +3008,3684,220,f,Substation,f,'"TSO"=>"", "oid"=>"31284", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.103729,46.874275 +3009,3685,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31018", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.785126,45.219775 +3010,3686,220,f,Substation,f,'"TSO"=>"", "oid"=>"31361", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.841187,48.673733 +3011,3687,220,f,Substation,f,'"TSO"=>"", "oid"=>"31363", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.305603,47.566334 +3012,3688,220,f,Substation,f,'"TSO"=>"", "oid"=>"31364", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.298737,47.488441 +3014,3689,500,f,Nuclear,f,'"TSO"=>"", "oid"=>"31016", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.437439,47.410432 +3013,3689,220,f,Nuclear,f,'"TSO"=>"", "oid"=>"31016", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.437439,47.410432 +3015,3690,220,f,Substation,f,'"TSO"=>"", "oid"=>"31235", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.570404,47.904375 +3016,3691,220,f,Substation,f,'"TSO"=>"", "oid"=>"31236", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.891998,47.398349 +3017,3692,220,f,Substation,f,'"TSO"=>"", "oid"=>"35499", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.129578,47.485657 +3018,3693,220,f,Substation,f,'"TSO"=>"", "oid"=>"31238", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.373779,48.718149 +3019,3694,220,f,Substation,f,'"TSO"=>"", "oid"=>"31362", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.467163,48.791485 +3020,3695,220,f,Substation,f,'"TSO"=>"", "oid"=>"31239", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.438324,48.545705 +3021,3696,220,f,Substation,f,'"TSO"=>"", "oid"=>"31237", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.711609,48.698212 +3023,3697,500,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"35715", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.822845,48.784247 +3022,3697,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"35715", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.822845,48.784247 +3024,3698,220,f,Substation,f,'"oid"=>"100917", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549542121000", "ModifiedDate"=>"1549542139000", "visible_on_printed"=>"1"',44.710236,48.4456 +3025,3699,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31240", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.870911,48.317908 +3027,3700,500,f,Substation,f,'"TSO"=>"", "oid"=>"31015", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.817352,48.156009 +3026,3700,220,f,Substation,f,'"TSO"=>"", "oid"=>"31015", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.817352,48.156009 +3028,3701,300,f,Substation,f,'"TSO"=>"", "oid"=>"31020", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.530823,45.182037 +3029,3702,300,f,Substation,f,'"TSO"=>"", "oid"=>"31022", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.210602,45.163642 +3030,3703,220,f,Substation,f,'"TSO"=>"", "oid"=>"31291", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.046936,46.385781 +3031,3704,300,f,Substation,f,'"TSO"=>"", "oid"=>"31912", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516627457000", "visible_on_printed"=>"1"',33.9505,48.784247 +3032,3705,300,f,Substation,f,'"TSO"=>"", "oid"=>"31883", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516627385000", "visible_on_printed"=>"1"',34.347382,48.636539 +3034,3706,750,f,Substation,f,'"TSO"=>"", "oid"=>"31882", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516627685000", "visible_on_printed"=>"1"',33.97522,48.370848 +3033,3706,300,f,Substation,f,'"TSO"=>"", "oid"=>"31882", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516627685000", "visible_on_printed"=>"1"',33.97522,48.370848 +3035,3707,300,f,Substation,f,'"TSO"=>"", "oid"=>"31913", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',33.913422,48.192641 +3036,3708,300,f,Substation,f,'"TSO"=>"", "oid"=>"31897", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628026000", "visible_on_printed"=>"1"',34.594574,48.515695 +3037,3710,300,f,Substation,f,'"TSO"=>"", "oid"=>"31914", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1499947473000", "visible_on_printed"=>"1"',35.075226,48.582967 +3038,3711,300,f,Substation,f,'"TSO"=>"", "oid"=>"31928", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517323691000", "visible_on_printed"=>"1"',34.399567,47.459666 +3039,3712,300,f,Substation,f,'"TSO"=>"", "oid"=>"31929", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628387000", "visible_on_printed"=>"1"',34.465485,47.639485 +3040,3713,300,f,Substation,f,'"TSO"=>"", "oid"=>"31930", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.005188,47.767945 +3042,3714,750,f,Nuclear,f,'"TSO"=>"", "oid"=>"31926", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.576721,47.494009 +3041,3714,300,f,Nuclear,f,'"TSO"=>"", "oid"=>"31926", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.576721,47.494009 +3043,3715,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31927", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.674225,47.385334 +3044,3716,300,f,Substation,f,'"TSO"=>"", "oid"=>"31922", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.720673,48.74804 +3045,3717,300,f,Substation,f,'"TSO"=>"", "oid"=>"35656", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628140000", "visible_on_printed"=>"1"',35.849762,48.484756 +3046,3718,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31915", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.467987,48.347123 +3048,3719,750,f,Substation,f,'"TSO"=>"", "oid"=>"31923", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628235000", "visible_on_printed"=>"1"',35.455627,48.010138 +3047,3719,300,f,Substation,f,'"TSO"=>"", "oid"=>"31923", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628235000", "visible_on_printed"=>"1"',35.455627,48.010138 +3049,3720,300,f,Substation,f,'"TSO"=>"", "oid"=>"31920", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.250763,48.894518 +3050,3721,300,f,Substation,f,'"TSO"=>"", "oid"=>"31925", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.215302,47.954984 +3140,3799,300,f,Substation,f,'"TSO"=>"", "oid"=>"31682", "country"=>"MD", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',29.069824,47.70052 +3051,3723,300,f,Substation,f,'"TSO"=>"", "oid"=>"31924", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628975000", "visible_on_printed"=>"1"',35.671234,47.671861 +3052,3724,300,f,Substation,f,'"TSO"=>"", "oid"=>"31931", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628583000", "visible_on_printed"=>"1"',35.778351,47.198111 +3053,3725,220,f,Substation,f,'"TSO"=>"", "oid"=>"34934", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.038391,46.121797 +3054,3726,220,f,Substation,f,'"TSO"=>"", "oid"=>"31972", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516633232000", "visible_on_printed"=>"1"',33.828278,46.023668 +3055,3727,300,f,Substation,f,'"TSO"=>"", "oid"=>"31898", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632963000", "visible_on_printed"=>"1"',33.763733,45.72248 +3057,3728,300,f,Substation,f,'"TSO"=>"", "oid"=>"31966", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632034000", "visible_on_printed"=>"1"',34.439392,45.819229 +3056,3728,220,f,Substation,f,'"TSO"=>"", "oid"=>"31966", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632034000", "visible_on_printed"=>"1"',34.439392,45.819229 +3058,3729,220,f,Substation,f,'"TSO"=>"", "oid"=>"31968", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632920000", "visible_on_printed"=>"1"',33.887329,45.564064 +3059,3730,220,f,Substation,f,'"TSO"=>"", "oid"=>"31978", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516633050000", "visible_on_printed"=>"1"',33.804932,45.336702 +3060,3731,220,f,Other fossil fuels,f,'"TSO"=>"", "oid"=>"31979", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632673000", "visible_on_printed"=>"1"',33.795319,45.119084 +3061,3732,300,f,Fossil gas,f,'"oid"=>"100920", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549548633000", "ModifiedDate"=>"1549548653000", "visible_on_printed"=>"1"',33.990326,45.28938 +3063,3733,300,f,Substation,f,'"TSO"=>"", "oid"=>"31980", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517323840000", "visible_on_printed"=>"1"',34.082336,45.094853 +3062,3733,220,f,Substation,f,'"TSO"=>"", "oid"=>"31980", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517323840000", "visible_on_printed"=>"1"',34.082336,45.094853 +3064,3734,220,f,Substation,f,'"TSO"=>"", "oid"=>"31967", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632091000", "visible_on_printed"=>"1"',34.72229,45.526555 +3065,3735,300,f,Substation,f,'"TSO"=>"", "oid"=>"31965", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516628494000", "visible_on_printed"=>"1"',35.500946,46.900554 +3067,3736,300,f,Substation,f,'"TSO"=>"", "oid"=>"37309", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.300446,45.247821 +3066,3736,220,f,Substation,f,'"TSO"=>"", "oid"=>"37309", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.300446,45.247821 +3068,3737,220,f,Substation,f,'"TSO"=>"", "oid"=>"31977", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632465000", "visible_on_printed"=>"1"',35.359497,45.092914 +3069,3738,220,f,Substation,f,'"TSO"=>"", "oid"=>"34933", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.094208,45.434117 +3070,3739,220,f,Substation,f,'"TSO"=>"", "oid"=>"31976", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517324447000", "visible_on_printed"=>"1"',36.101074,45.096791 +3071,3740,220,f,Substation,f,'"TSO"=>"", "oid"=>"31975", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632171000", "visible_on_printed"=>"1"',36.293335,45.430262 +3072,3741,220,f,Substation,f,'"TSO"=>"", "oid"=>"37308", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.383972,45.133618 +3073,3742,220,f,Substation,f,'"TSO"=>"", "oid"=>"35929", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.077484,48.785152 +3074,3743,300,f,Substation,f,'"TSO"=>"", "oid"=>"31921", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1499948318000", "visible_on_printed"=>"1"',37.103577,48.206371 +3076,3744,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31933", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.578735,48.844836 +3075,3744,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31933", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.578735,48.844836 +3077,3745,300,f,Substation,f,'"TSO"=>"", "oid"=>"31936", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.555389,48.584784 +3078,3746,300,f,Substation,f,'"TSO"=>"", "oid"=>"31939", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516630475000", "visible_on_printed"=>"1"',37.597961,48.330691 +3079,3747,220,f,Substation,f,'"oid"=>"80913", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1516804882000", "ModifiedDate"=>"1516805582000", "visible_on_printed"=>"1"',37.691345,48.045956 +3080,3748,300,f,Substation,f,'"TSO"=>"", "oid"=>"31940", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629062000", "visible_on_printed"=>"1"',37.871246,48.101012 +3081,3749,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31949", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.192841,47.957743 +3082,3750,300,f,Substation,f,'"TSO"=>"", "oid"=>"31950", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.516937,47.543164 +3083,3751,220,f,Substation,f,'"oid"=>"80517", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1516805768000", "ModifiedDate"=>"1516805776000", "visible_on_printed"=>"1"',37.724304,47.904375 +3085,3752,300,f,Substation,f,'"TSO"=>"", "oid"=>"31941", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629412000", "visible_on_printed"=>"1"',37.861633,47.954984 +3084,3752,220,f,Substation,f,'"TSO"=>"", "oid"=>"31941", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629412000", "visible_on_printed"=>"1"',37.861633,47.954984 +3087,3753,750,f,Substation,f,'"TSO"=>"", "oid"=>"31951", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.548523,47.306241 +3086,3753,300,f,Substation,f,'"TSO"=>"", "oid"=>"31951", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.548523,47.306241 +3088,3754,220,f,Substation,f,'"oid"=>"80515", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1516804334000", "ModifiedDate"=>"1516804356000", "visible_on_printed"=>"1"',37.489471,47.175712 +3089,3755,300,f,Substation,f,'"TSO"=>"", "oid"=>"31952", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.593842,47.108457 +3092,3756,750,f,Substation,f,'"TSO"=>"", "oid"=>"31937", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516630555000", "visible_on_printed"=>"1"',38.016815,48.577516 +3091,3756,500,f,Substation,f,'"TSO"=>"", "oid"=>"31937", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516630555000", "visible_on_printed"=>"1"',38.016815,48.577516 +3090,3756,300,f,Substation,f,'"TSO"=>"", "oid"=>"31937", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516630555000", "visible_on_printed"=>"1"',38.016815,48.577516 +3093,3757,220,f,Substation,f,'"TSO"=>"", "oid"=>"31934", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516630314000", "visible_on_printed"=>"1"',38.335419,48.874651 +3094,3758,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31946", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.06076,48.406414 +3096,3759,300,f,Substation,f,'"TSO"=>"", "oid"=>"31944", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629757000", "visible_on_printed"=>"1"',38.489227,48.438312 +3095,3759,220,f,Substation,f,'"TSO"=>"", "oid"=>"31944", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629757000", "visible_on_printed"=>"1"',38.489227,48.438312 +3097,3760,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31962", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.328552,48.331604 +3098,3761,220,f,Substation,f,'"TSO"=>"", "oid"=>"31990", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.61557,48.364461 +3099,3762,220,f,Substation,f,'"TSO"=>"", "oid"=>"31938", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.816071,48.496588 +3101,3763,500,f,Substation,f,'"TSO"=>"", "oid"=>"31963", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.810577,48.362636 +3100,3763,220,f,Substation,f,'"TSO"=>"", "oid"=>"31963", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.810577,48.362636 +3102,3764,220,f,Substation,f,'"TSO"=>"", "oid"=>"31960", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1499947904000", "visible_on_printed"=>"1"',39.182739,48.343472 +3103,3765,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31947", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.202209,47.867538 +3104,3766,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31948", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.056641,47.747635 +3105,3767,300,f,Substation,f,'"TSO"=>"", "oid"=>"31942", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516629455000", "visible_on_printed"=>"1"',38.408203,47.950386 +7098,8145,220,f,joint,,,25.9252695938782,42.7026974741641 +3106,3768,132,f,Substation,f,'"TSO"=>"", "oid"=>"35007", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',38.61969,47.791939 +3107,3769,220,f,Substation,f,'"TSO"=>"", "oid"=>"31945", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516629556000", "visible_on_printed"=>"1"',38.479614,47.699596 +3108,3770,300,f,Substation,f,'"TSO"=>"", "oid"=>"31961", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516631087000", "visible_on_printed"=>"1"',37.974243,47.225164 +3109,3771,300,f,Substation,f,'"TSO"=>"", "oid"=>"31943", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',38.735046,47.910819 +3110,3772,132,f,Substation,f,'"TSO"=>"", "oid"=>"35008", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',38.737793,47.538528 +3113,3773,500,f,Substation,f,'"TSO"=>"", "oid"=>"31290", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',39.163513,47.607089 +3112,3773,300,f,Substation,f,'"TSO"=>"", "oid"=>"31290", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',39.163513,47.607089 +3111,3773,220,f,Substation,f,'"TSO"=>"", "oid"=>"31290", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',39.163513,47.607089 +3114,3774,220,f,Substation,f,'"TSO"=>"", "oid"=>"31289", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',38.755646,47.418796 +3115,3775,220,f,Substation,f,'"TSO"=>"", "oid"=>"31008", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1500293513000", "visible_on_printed"=>"1"',38.829803,47.286682 +3116,3776,220,f,Substation,f,'"oid"=>"61715", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500293994000", "ModifiedDate"=>"1500294008000", "visible_on_printed"=>"1"',38.851776,47.185979 +3117,3777,220,f,Substation,f,'"TSO"=>"", "oid"=>"31288", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.320068,47.363944 +3118,3778,220,f,Substation,f,'"TSO"=>"", "oid"=>"34932", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516632343000", "visible_on_printed"=>"1"',36.609192,45.410984 +3119,3779,220,f,Substation,f,'"TSO"=>"", "oid"=>"37247", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',36.7836,45.39845 +3120,3780,220,f,Substation,f,'"oid"=>"100918", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549544950000", "ModifiedDate"=>"1549544958000", "visible_on_printed"=>"1"',36.660004,45.194619 +3121,3781,220,f,Substation,f,'"TSO"=>"", "oid"=>"31380", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.014313,45.227513 +3123,3782,500,f,Substation,f,'"TSO"=>"", "oid"=>"37248", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549545063000", "visible_on_printed"=>"1"',37.224426,45.253622 +3122,3782,220,f,Substation,f,'"TSO"=>"", "oid"=>"37248", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549545063000", "visible_on_printed"=>"1"',37.224426,45.253622 +3124,3783,220,f,Substation,f,'"oid"=>"61716", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500294706000", "ModifiedDate"=>"1500294732000", "visible_on_printed"=>"1"',37.589722,45.202361 +3125,3784,220,f,Substation,f,'"TSO"=>"", "oid"=>"31276", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.828674,45.143305 +3126,3785,220,f,Substation,f,'"TSO"=>"", "oid"=>"31280", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.983612,46.675826 +3127,3786,220,f,Substation,f,'"TSO"=>"", "oid"=>"31281", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.267883,46.916503 +3128,3787,220,f,Substation,f,'"TSO"=>"", "oid"=>"31045", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.72818,46.287173 +3129,3788,220,f,Substation,f,'"TSO"=>"", "oid"=>"31278", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549544808000", "visible_on_printed"=>"1"',38.324432,45.614037 +3131,3789,500,f,Substation,f,'"TSO"=>"", "oid"=>"31270", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.180237,45.17042 +3130,3789,220,f,Substation,f,'"TSO"=>"", "oid"=>"31270", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.180237,45.17042 +3132,3790,220,f,Substation,f,'"TSO"=>"", "oid"=>"31046", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.866882,45.8728 +3133,3791,220,f,Substation,f,'"TSO"=>"", "oid"=>"31272", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.839417,45.190748 +3134,3793,220,f,Substation,f,'"TSO"=>"", "oid"=>"31273", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.122314,45.368549 +3135,3794,220,f,Substation,f,'"oid"=>"101317", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549546497000", "ModifiedDate"=>"1549546523000", "visible_on_printed"=>"1"',39.103088,45.310632 +3136,3795,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31274", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.06601,45.186876 +3137,3796,132,f,Substation,f,'"TSO"=>"", "oid"=>"34985", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',28.418884,48.305121 +3138,3797,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31816", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.282684,48.7109 +3139,3798,300,f,Substation,f,'"TSO"=>"", "oid"=>"31680", "country"=>"MD", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',28.645477,47.202776 +3141,3800,132,f,Substation,f,'"TSO"=>"", "oid"=>"34987", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',29.351349,47.609867 +3142,3801,300,f,Substation,f,'"TSO"=>"", "oid"=>"31679", "country"=>"MD", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.002533,47.050476 +8445,9745,300,f,joint,,,41.938934,44.637391 +7346,8374,380,f,joint,,,-3.88119259707374,43.2597623424032 +3143,3805,132,f,Substation,f,'"TSO"=>"", "oid"=>"34986", "country"=>"MD", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',29.21402,47.349059 +3144,3806,300,f,Substation,f,'"TSO"=>"", "oid"=>"31877", "country"=>"UA", 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"capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516636422000", "visible_on_printed"=>"1"',28.56308,50.716461 +4362,5122,300,f,Substation,f,'"TSO"=>"", "oid"=>"31870", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516636498000", "visible_on_printed"=>"1"',28.465576,50.203275 +4364,5123,750,f,Substation,f,'"TSO"=>"", "oid"=>"31986", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.168701,50.600673 +4363,5123,300,f,Substation,f,'"TSO"=>"", "oid"=>"31986", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.168701,50.600673 +4365,5124,300,f,Substation,f,'"TSO"=>"", "oid"=>"31859", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516636893000", "visible_on_printed"=>"1"',28.515015,49.680958 +4366,5125,300,f,Substation,f,'"TSO"=>"", "oid"=>"31865", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516634679000", "visible_on_printed"=>"1"',28.451843,49.161053 +4368,5126,750,f,Substation,f,'"TSO"=>"", "oid"=>"31864", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516634710000", "visible_on_printed"=>"1"',28.589172,49.124219 +4367,5126,300,f,Substation,f,'"TSO"=>"", "oid"=>"31864", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516634710000", "visible_on_printed"=>"1"',28.589172,49.124219 +4369,5127,300,f,Substation,t,'"TSO"=>"", "oid"=>"31988", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.6521,50.565794 +4370,5129,300,f,Substation,f,'"TSO"=>"", "oid"=>"31872", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1499948099000", "visible_on_printed"=>"1"',30.217896,50.382254 +4371,5131,300,f,Substation,f,'"TSO"=>"", "oid"=>"31869", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.367584,50.486347 +4372,5132,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31909", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.580444,50.474113 +4373,5133,300,f,Substation,f,'"TSO"=>"", "oid"=>"31886", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516637844000", "visible_on_printed"=>"1"',30.772705,50.454007 +4374,5134,300,f,Substation,f,'"TSO"=>"", "oid"=>"31871", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516637881000", "visible_on_printed"=>"1"',30.364838,50.25862 +4375,5135,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31817", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.569458,50.271788 +4376,5136,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31826", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.70816,50.128502 +4377,5137,300,f,Substation,f,'"TSO"=>"", "oid"=>"31885", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.243988,49.79279 +4378,5138,300,f,Substation,f,'"TSO"=>"", "oid"=>"31991", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.691681,48.980217 +4380,5139,300,f,Substation,f,'"TSO"=>"", "oid"=>"31623", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',31.188812,52.342891 +4379,5139,132,f,Substation,f,'"TSO"=>"", "oid"=>"31623", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',31.188812,52.342891 +4381,5140,132,f,Substation,f,'"TSO"=>"", "oid"=>"34999", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',32.156982,52.444292 +4382,5141,300,f,Substation,f,'"TSO"=>"", "oid"=>"31887", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516637722000", "visible_on_printed"=>"1"',31.056976,51.482238 +4383,5143,300,f,Substation,f,'"TSO"=>"", "oid"=>"31888", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516637688000", "visible_on_printed"=>"1"',31.70105,51.011163 +4384,5144,300,f,Substation,f,'"TSO"=>"", "oid"=>"31893", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',33.302307,51.824745 +4385,5145,300,f,Substation,f,'"TSO"=>"", "oid"=>"31892", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',33.175964,51.185369 +4386,5146,300,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31825", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',31.574707,49.682735 +4387,5147,300,f,Substation,f,'"TSO"=>"", "oid"=>"31908", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516637964000", "visible_on_printed"=>"1"',31.81778,49.529665 +4388,5148,300,f,Substation,f,'"TSO"=>"", "oid"=>"31884", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516638003000", "visible_on_printed"=>"1"',32.082825,49.457413 +4389,5150,300,f,Substation,f,'"TSO"=>"", "oid"=>"31889", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516638346000", "visible_on_printed"=>"1"',33.647003,49.962706 +4390,5151,300,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31824", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',33.285828,49.075665 +4391,5152,300,f,Substation,f,'"TSO"=>"", "oid"=>"31873", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516639669000", "visible_on_printed"=>"1"',33.500061,49.05857 +4392,5153,220,f,Substation,f,'"TSO"=>"", "oid"=>"31631", 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"visible_on_printed"=>"1"',23.337708,50.679057 +4408,5166,300,f,Substation,f,'"TSO"=>"", "oid"=>"31837", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',23.418732,49.961822 +4409,5167,220,f,Substation,f,'"TSO"=>"", "oid"=>"31854", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635626000", "visible_on_printed"=>"1"',23.773041,50.087107 +4410,5168,300,f,Substation,f,'"TSO"=>"", "oid"=>"31849", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635547000", "visible_on_printed"=>"1"',23.741455,49.929124 +4411,5169,300,f,Substation,t,'"TSO"=>"", "oid"=>"31847", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',23.443451,49.470801 +4412,5170,220,f,Substation,f,'"TSO"=>"", "oid"=>"31839", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',23.435211,49.260635 +4413,5171,220,f,Substation,f,'"TSO"=>"", "oid"=>"31848", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',23.774414,49.270493 +4415,5174,300,f,Substation,f,'"TSO"=>"", "oid"=>"31846", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635574000", "visible_on_printed"=>"1"',23.935089,49.936196 +4414,5174,220,f,Substation,f,'"TSO"=>"", "oid"=>"31846", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635574000", "visible_on_printed"=>"1"',23.935089,49.936196 +4417,5175,300,f,Substation,f,'"TSO"=>"", "oid"=>"31853", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635787000", "visible_on_printed"=>"1"',25.198517,50.719069 +4416,5175,220,f,Substation,f,'"TSO"=>"", "oid"=>"31853", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635787000", "visible_on_printed"=>"1"',25.198517,50.719069 +4419,5176,300,f,Substation,f,'"TSO"=>"", "oid"=>"31856", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.088654,50.05802 +4418,5176,220,f,Substation,f,'"TSO"=>"", "oid"=>"31856", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.088654,50.05802 +4420,5177,220,f,Substation,f,'"TSO"=>"", "oid"=>"31851", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.241333,49.473479 +4421,5178,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31820", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.515991,49.258843 +4423,5178,380,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31820", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.515991,49.258843 +8677,9966,380,f,joint,,,2.434845,41.95949 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"tie_line_s"=>"0", "visible_on_printed"=>"1"',26.286163,52.08457 +4430,5183,750,f,Nuclear,f,'"TSO"=>"", "oid"=>"31827", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.798645,51.273085 +4429,5183,300,f,Nuclear,f,'"TSO"=>"", "oid"=>"31827", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.798645,51.273085 +4432,5184,300,f,Substation,f,'"TSO"=>"", "oid"=>"31836", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635848000", "visible_on_printed"=>"1"',25.934601,50.778155 +4431,5184,220,f,Substation,f,'"TSO"=>"", "oid"=>"31836", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516635848000", "visible_on_printed"=>"1"',25.934601,50.778155 +4434,5185,300,f,Substation,f,'"TSO"=>"", "oid"=>"31602", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',27.281799,52.205082 +4433,5185,220,f,Substation,f,'"TSO"=>"", "oid"=>"31602", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',27.281799,52.205082 +4435,5186,300,f,Substation,f,'"TSO"=>"", "oid"=>"31867", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.989532,50.537872 +4437,5188,750,f,Substation,f,'"TSO"=>"", "oid"=>"31900", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',26.402893,50.287584 +4436,5188,300,f,Substation,f,'"TSO"=>"", "oid"=>"31900", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',26.402893,50.287584 +4438,5189,300,f,Substation,f,'"TSO"=>"", "oid"=>"31852", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516636695000", "visible_on_printed"=>"1"',25.550079,49.585787 +4439,5190,300,f,Substation,f,'"TSO"=>"", "oid"=>"31868", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',26.81488,50.113533 +4440,5191,300,f,Substation,f,'"TSO"=>"", "oid"=>"31862", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517326155000", "visible_on_printed"=>"1"',26.838226,49.402037 +4441,5192,300,f,Substation,f,'"TSO"=>"", "oid"=>"31860", "country"=>"UA", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',27.526245,49.05497 +4442,5193,220,f,Substation,f,'"TSO"=>"", "oid"=>"30871", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549634571000", "visible_on_printed"=>"1"',16.938171,52.471907 +4443,5194,220,f,Substation,f,'"TSO"=>"", "oid"=>"30870", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549887234000", "visible_on_printed"=>"1"',16.903839,52.296722 +4444,5195,380,f,Substation,f,'"TSO"=>"", "oid"=>"35511", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1488198369000", "visible_on_printed"=>"1"',17.060394,52.239574 +4446,5198,380,f,Substation,f,'"TSO"=>"", "oid"=>"30955", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.219452,52.346246 +4445,5198,220,f,Substation,f,'"TSO"=>"", "oid"=>"30955", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.219452,52.346246 +4447,5199,220,f,Substation,f,'"TSO"=>"", "oid"=>"30956", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.260651,52.226958 +4448,5201,380,f,Substation,f,'"TSO"=>"", "oid"=>"30869", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.767639,51.623132 +4449,5203,380,f,Substation,f,'"TSO"=>"", "oid"=>"30868", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.063141,51.179343 +4450,5205,380,f,Substation,f,'"TSO"=>"", "oid"=>"30949", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.898346,50.930738 +4451,5206,380,f,Substation,f,'"TSO"=>"", "oid"=>"30859", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.921448,50.743408 +4452,5208,220,f,Substation,f,'"TSO"=>"", "oid"=>"30847", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.480377,52.040666 +4453,5209,220,f,Substation,f,'"TSO"=>"", "oid"=>"30905", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.503479,51.800123 +4454,5210,220,f,Substation,f,'"TSO"=>"", "oid"=>"30906", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.342804,51.64785 +4455,5211,220,f,Substation,f,'"TSO"=>"", "oid"=>"30907", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.522705,51.691288 +4457,5212,,f,Substation,f,'"TSO"=>"", "oid"=>"30899", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.739929,51.053481 +4456,5212,380,f,Substation,f,'"TSO"=>"", "oid"=>"30899", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.739929,51.053481 +4458,5213,220,f,Substation,f,'"TSO"=>"", "oid"=>"30898", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.622955,51.422333 +4459,5214,,f,Brown coal/Lignite,f,'"TSO"=>"", "oid"=>"30846", "country"=>"PL", "visible"=>"1", "capacity"=>"4983", "tie_line_s"=>"0", "ModifiedDate"=>"1515157188000", "visible_on_printed"=>"1"',19.346924,51.314305 +4461,5215,380,f,Substation,f,'"TSO"=>"", "oid"=>"30902", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.381256,51.330612 +4460,5215,220,f,Substation,f,'"TSO"=>"", "oid"=>"30902", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.381256,51.330612 +4462,5216,220,f,Substation,f,'"TSO"=>"", "oid"=>"30904", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.37851,51.209464 +4463,5217,220,f,Substation,f,'"TSO"=>"", "oid"=>"30900", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.087372,50.793783 +4465,5218,380,f,Substation,f,'"TSO"=>"", "oid"=>"30903", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.275513,50.753835 +4464,5218,220,f,Substation,f,'"TSO"=>"", "oid"=>"30903", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',19.275513,50.753835 +4466,5219,380,f,Hydro pure pump storage,f,'"TSO"=>"ČEZ", "oid"=>"29926", "country"=>"CZ", "visible"=>"1", "capacity"=>"650", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517828423000", "visible_on_printed"=>"1"',17.046661,50.157546 +4467,5220,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29958", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844760000", "visible_on_printed"=>"1"',17.546539,49.925588 +4468,5223,220,f,Substation,f,'"TSO"=>"", "oid"=>"30857", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.028564,50.594571 +4470,5224,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29956", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844680000", "visible_on_printed"=>"1"',17.528687,49.454735 +4469,5224,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29956", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844680000", "visible_on_printed"=>"1"',17.528687,49.454735 +4471,5225,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29957", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844673000", "visible_on_printed"=>"1"',17.440796,49.236431 +4472,5226,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29969", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844724000", "visible_on_printed"=>"1"',17.898102,49.75288 +4473,5228,220,f,Substation,f,'"TSO"=>"", "oid"=>"30858", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1487934065000", "visible_on_printed"=>"1"',18.321075,50.338449 +4474,5229,380,f,Substation,f,'"TSO"=>"", "oid"=>"30945", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.83194,50.405017 +4475,5231,220,f,Substation,f,'"TSO"=>"", "oid"=>"35174", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.292236,50.272666 +4477,5232,380,f,Substation,f,'"TSO"=>"", "oid"=>"30887", 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"capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',12.031403,49.350177 +4593,5361,380,f,Substation,f,'"TSO"=>"", "oid"=>"30396", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',12.034149,48.992834 +4594,5362,380,f,Substation,f,'"TSO"=>"", "oid"=>"30489", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',12.786713,50.613746 +4595,5363,380,f,Substation,f,'"oid"=>"88917", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1519052619000", "ModifiedDate"=>"1519052630000", "visible_on_printed"=>"1"',12.97348,50.606774 +4596,5364,380,f,Hydro pure pump storage,f,'"oid"=>"88916", "country"=>"DE", "visible"=>"1", "capacity"=>"1045", "tie_line_s"=>"0", "CreatedDate"=>"1519052608000", "ModifiedDate"=>"1519053063000", "visible_on_printed"=>"1"',12.978973,50.578877 +4598,5366,,f,Brown coal/Lignite,f,'"TSO"=>"ČEZ", "oid"=>"29940", "country"=>"CZ", "visible"=>"1", 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"ModifiedDate"=>"1517844542000", "visible_on_printed"=>"1"',12.794952,50.159305 +4602,5370,380,f,Brown coal/Lignite,f,'"TSO"=>"ČEZ", "oid"=>"48514", "country"=>"CZ", "visible"=>"1", "capacity"=>"694", "powerType"=>"Production unit", "tie_line_s"=>"0", "CreatedDate"=>"1488792325000", "ModifiedDate"=>"1517827435000", "visible_on_printed"=>"1"',13.044891,50.280564 +7531,8546,220,f,joint,,,-0.363672892814927,35.0580943162326 +7775,8844,380,f,joint,,,4.691162,46.233053 +4604,5371,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29934", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844083000", "visible_on_printed"=>"1"',13.272858,50.266521 +4603,5371,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29934", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844083000", "visible_on_printed"=>"1"',13.272858,50.266521 +4605,5372,380,f,Brown coal/Lignite,f,'"TSO"=>"ČEZ", "oid"=>"29968", "country"=>"CZ", "visible"=>"1", "capacity"=>"910", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517827300000", "visible_on_printed"=>"1"',13.688965,50.561432 +4606,5373,380,f,Brown coal/Lignite,f,'"TSO"=>"ČEZ", "oid"=>"29939", "country"=>"CZ", "visible"=>"1", "capacity"=>"740", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517827222000", "visible_on_printed"=>"1"',13.42804,50.423394 +4607,5374,220,f,Substation,f,'"TSO"=>"LDS Sever", "oid"=>"29941", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517920776000", "visible_on_printed"=>"1"',13.546143,50.447886 +4608,5375,380,f,Brown coal/Lignite,f,'"TSO"=>"ČEZ", "oid"=>"29962", "country"=>"CZ", "visible"=>"1", "capacity"=>"926", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517827574000", "visible_on_printed"=>"1"',13.680725,50.443513 +4610,5376,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29943", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844132000", "visible_on_printed"=>"1"',13.879852,50.583237 +4609,5376,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29943", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844132000", "visible_on_printed"=>"1"',13.879852,50.583237 +4611,5377,380,f,Fossil gas,f,'"TSO"=>"ČEZ", "oid"=>"35758", "country"=>"CZ", "visible"=>"1", "capacity"=>"820", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517827618000", "visible_on_printed"=>"1"',13.807068,50.43914 +4613,5378,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29942", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844866000", "visible_on_printed"=>"1"',13.897705,50.347213 +4612,5378,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29942", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844866000", "visible_on_printed"=>"1"',13.897705,50.347213 +4614,5379,380,f,Phase shifter,f,'"TSO"=>"ČEPS", "oid"=>"87314", "country"=>"CZ", "visible"=>"1", "tie_line_s"=>"1", "CreatedDate"=>"1517823849000", "ModifiedDate"=>"1517844110000", "visible_on_printed"=>"1"',13.436279,50.232273 +4616,5380,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29936", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844585000", "visible_on_printed"=>"1"',13.282471,49.60804 +4615,5380,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29936", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844585000", "visible_on_printed"=>"1"',13.282471,49.60804 +4617,5381,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29935", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844894000", "visible_on_printed"=>"1"',13.367615,49.794563 +4618,5382,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29937", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844593000", "visible_on_printed"=>"1"',13.997955,49.556398 +4619,5384,380,f,Substation,f,'"TSO"=>"", "oid"=>"30524", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.615936,52.125058 +4620,5385,380,f,Substation,f,'"TSO"=>"", "oid"=>"30513", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.397583,51.795027 +4621,5386,380,f,Brown coal/Lignite,f,'"TSO"=>"50Hertz Transmission GmbH", "oid"=>"30560", "country"=>"DE", "visible"=>"1", "capacity"=>"2790", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.595337,51.730431 +4623,5389,,f,Substation,f,'"TSO"=>"", "oid"=>"30863", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1515074956000", "visible_on_printed"=>"1"',15.294342,51.985726 +4622,5389,220,f,Substation,f,'"TSO"=>"", "oid"=>"30863", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1515074956000", "visible_on_printed"=>"1"',15.294342,51.985726 +4624,5390,380,f,Brown coal/Lignite,f,'"TSO"=>"50Hertz Transmission GmbH", "oid"=>"30561", "country"=>"DE", "visible"=>"1", "capacity"=>"1500", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.205322,51.501049 +4625,5391,380,f,Substation,f,'"TSO"=>"", "oid"=>"30488", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.18335,51.187951 +4626,5392,380,f,Substation,f,'"TSO"=>"", "oid"=>"30521", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.441528,51.532669 +4627,5393,380,f,Substation,f,'"TSO"=>"", "oid"=>"30522", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',14.478607,51.364064 +4628,5394,380,f,Brown coal/Lignite,f,'"TSO"=>"50Hertz Transmission GmbH", "oid"=>"30562", "country"=>"DE", "visible"=>"1", "capacity"=>"2427", "tie_line_s"=>"0", 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"country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.365509,50.816348 +4644,5408,220,f,Substation,f,'"TSO"=>"", "oid"=>"30856", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.365509,50.816348 +4646,5409,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29951", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844832000", "visible_on_printed"=>"1"',14.458008,50.591084 +4647,5410,380,f,Brown coal/Lignite,f,'"TSO"=>"ČEZ", "oid"=>"29963", "country"=>"CZ", "visible"=>"1", "capacity"=>"840", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517827136000", "visible_on_printed"=>"1"',14.551392,50.430393 +4648,5412,,f,Mixed fuels,f,'"TSO"=>"Alpiq", "oid"=>"35329", "country"=>"CZ", "visible"=>"1", "capacity"=>"485", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517829092000", "visible_on_printed"=>"1"',14.106445,50.102964 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"ModifiedDate"=>"1517844820000", "visible_on_printed"=>"1"',15.284729,50.600673 +4653,5417,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29952", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844820000", "visible_on_printed"=>"1"',15.284729,50.600673 +4656,5418,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29945", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517845122000", "visible_on_printed"=>"1"',14.835663,50.083582 +4655,5418,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29945", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517845122000", "visible_on_printed"=>"1"',14.835663,50.083582 +4657,5419,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29944", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844575000", "visible_on_printed"=>"1"',15.336914,50.118817 +4658,5420,380,f,Brown coal/Lignite,f,'"TSO"=>"Sev.en EC", 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"tie_line_s"=>"0", "ModifiedDate"=>"1517844962000", "visible_on_printed"=>"1"',14.26712,49.214906 +4663,5427,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29930", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844988000", "visible_on_printed"=>"1"',14.338531,48.974809 +4664,5428,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29953", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844161000", "visible_on_printed"=>"1"',15.740662,50.33319 +4666,5429,380,f,Substation,f,'"TSO"=>"", "oid"=>"30292", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',6.58493,51.245584 +4665,5429,220,f,Substation,f,'"TSO"=>"", "oid"=>"30292", "country"=>"DE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',6.58493,51.245584 +4667,5430,,f,Brown coal/Lignite,f,'"TSO"=>"Elektrárny Opatovice", "oid"=>"35326", "country"=>"CZ", "visible"=>"1", "capacity"=>"226", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1517845156000", "visible_on_printed"=>"1"',15.758514,50.146986 +4669,5431,,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29950", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844789000", "visible_on_printed"=>"1"',15.710449,50.062429 +4668,5431,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29950", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844789000", "visible_on_printed"=>"1"',15.710449,50.062429 +4670,5432,220,f,Substation,f,'"TSO"=>"", "oid"=>"30855", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.178741,50.701677 +4671,5433,220,f,Substation,f,'"TSO"=>"", "oid"=>"30854", "country"=>"PL", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.826935,50.561432 +4672,5434,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29954", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844768000", "visible_on_printed"=>"1"',16.690979,49.89375 +4673,5435,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29949", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844617000", "visible_on_printed"=>"1"',15.687103,49.531448 +4674,5436,380,f,Hydro pure pump storage,f,'"TSO"=>"ČEZ", "oid"=>"29921", "country"=>"CZ", "visible"=>"1", "capacity"=>"480", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517828281000", "visible_on_printed"=>"1"',16.066132,49.124219 +4675,5437,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29931", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844638000", "visible_on_printed"=>"1"',16.162262,48.995537 +4676,5438,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29955", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1517844631000", "visible_on_printed"=>"1"',16.351776,49.432413 +4678,5439,380,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29932", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844650000", "visible_on_printed"=>"1"',16.75827,49.039668 +4677,5439,220,f,Substation,f,'"TSO"=>"ČEPS", "oid"=>"29932", "country"=>"CZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1517844650000", "visible_on_printed"=>"1"',16.75827,49.039668 +4679,5440,380,f,Substation,f,'"TSO"=>"TenneT TSO BV", "oid"=>"42564", "country"=>"NL", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488299376000", "ModifiedDate"=>"1488299393000", "visible_on_printed"=>"1"',5.671692,51.908696 +4680,5441,380,f,Substation,f,'"TSO"=>"TenneT TSO BV", "oid"=>"43336", "country"=>"NL", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488299846000", "ModifiedDate"=>"1488299866000", "visible_on_printed"=>"1"',5.918884,51.64785 +4681,5442,380,f,Substation,f,'"TSO"=>"", "oid"=>"33418", 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"visible_on_printed"=>"1"',60.861511,52.926291 +5338,6156,132,f,Substation,f,'"TSO"=>"", "oid"=>"35168", "country"=>"KZ", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',61.063385,52.698858 +5339,6157,220,f,Substation,f,'"TSO"=>"", "oid"=>"35503", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.304779,55.733296 +5340,6158,220,f,Hard coal,f,'"TSO"=>"", "oid"=>"31320", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.429749,55.775028 +5341,6159,220,f,Substation,f,'"TSO"=>"", "oid"=>"31323", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.671448,55.719376 +5342,6160,220,f,Substation,f,'"TSO"=>"", "oid"=>"31324", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.347107,55.609384 +5343,6161,220,f,Substation,f,'"oid"=>"101320", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549550672000", "ModifiedDate"=>"1549550686000", "visible_on_printed"=>"1"',52.167206,55.550388 +5345,6162,500,f,Hard coal,f,'"TSO"=>"", "oid"=>"31081", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.14386,55.436805 +5344,6162,220,f,Hard coal,f,'"TSO"=>"", "oid"=>"31081", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.14386,55.436805 +5346,6163,220,f,Hard coal,f,'"TSO"=>"", "oid"=>"31321", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.436371,55.750304 +5347,6164,220,f,Substation,f,'"TSO"=>"", "oid"=>"31111", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.672577,54.980766 +5348,6165,220,f,Substation,f,'"TSO"=>"", "oid"=>"31334", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',53.282318,54.979978 +5350,6166,500,f,Substation,f,'"TSO"=>"", "oid"=>"31097", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.797546,54.466047 +5349,6166,220,f,Substation,f,'"TSO"=>"", "oid"=>"31097", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.797546,54.466047 +5351,6167,220,f,Substation,f,'"TSO"=>"", "oid"=>"31339", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.226501,53.506835 +5352,6168,220,f,Substation,f,'"TSO"=>"", "oid"=>"31343", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.394043,53.838753 +5353,6169,220,f,Substation,f,'"TSO"=>"", "oid"=>"31117", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',50.638733,53.066801 +5354,6170,220,f,Substation,f,'"TSO"=>"", "oid"=>"31336", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.719269,53.566414 +5355,6171,220,f,Substation,f,'"TSO"=>"", "oid"=>"31338", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.093048,53.058549 +5357,6172,500,f,Substation,t,'"TSO"=>"", "oid"=>"37110", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549887554000", "visible_on_printed"=>"1"',52.174072,52.895649 +5356,6172,220,f,Substation,t,'"TSO"=>"", "oid"=>"37110", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549887554000", "visible_on_printed"=>"1"',52.174072,52.895649 +5358,6173,220,f,Substation,f,'"TSO"=>"", "oid"=>"31337", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.649231,52.704683 +5359,6174,220,f,Substation,f,'"TSO"=>"", "oid"=>"31335", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',53.703918,54.735722 +5360,6175,220,f,Substation,f,'"TSO"=>"", "oid"=>"35080", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',54.548492,54.934243 +5361,6176,220,f,Substation,f,'"TSO"=>"", "oid"=>"35082", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.405426,55.414205 +5362,6177,220,f,Fossil gas,f,'"oid"=>"101715", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549887906000", "ModifiedDate"=>"1549887925000", "visible_on_printed"=>"1"',55.149994,55.374429 +5363,6178,220,f,Substation,f,'"oid"=>"102113", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549888109000", "ModifiedDate"=>"1549888119000", "visible_on_printed"=>"1"',55.305176,55.326801 +5364,6179,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35083", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.431519,55.215707 +5365,6180,220,f,Substation,f,'"TSO"=>"", "oid"=>"35081", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.468597,54.9981 +5366,6181,220,f,Substation,f,'"oid"=>"62115", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500365254000", "ModifiedDate"=>"1500365310000", "visible_on_printed"=>"1"',55.675964,55.305701 +5368,6182,500,f,Substation,f,'"TSO"=>"", "oid"=>"35035", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.000305,54.334143 +5367,6182,220,f,Substation,f,'"TSO"=>"", "oid"=>"35035", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.000305,54.334143 +7789,8853,380,f,joint,,,6.229946536871,48.9501330069722 +5370,6183,500,f,Substation,f,'"TSO"=>"", "oid"=>"35040", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.840759,54.917671 +5369,6183,220,f,Substation,f,'"TSO"=>"", "oid"=>"35040", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.840759,54.917671 +5371,6184,220,f,Substation,f,'"TSO"=>"", "oid"=>"35099", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',54.29306,54.066642 +5372,6185,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35085", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.302429,53.865486 +5373,6186,220,f,Substation,f,'"TSO"=>"", "oid"=>"35023", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.151367,53.619394 +5374,6187,220,f,Fossil gas,f,'"oid"=>"101714", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549887254000", "ModifiedDate"=>"1549887293000", "visible_on_printed"=>"1"',55.450745,53.383328 +5375,6188,220,f,Substation,f,'"TSO"=>"", "oid"=>"35087", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.426025,53.249604 +5376,6189,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35086", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.284576,53.081652 +5378,6190,500,f,Substation,f,'"TSO"=>"", "oid"=>"35022", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.3862,52.708011 +5377,6190,220,f,Substation,f,'"TSO"=>"", "oid"=>"35022", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.3862,52.708011 +5379,6191,220,f,Substation,f,'"TSO"=>"", "oid"=>"31310", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.43396,55.739482 +5380,6192,220,f,Substation,f,'"TSO"=>"", "oid"=>"31308", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.524597,55.478075 +5381,6193,220,f,Substation,f,'"TSO"=>"", "oid"=>"31086", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.028839,55.009126 +5382,6194,220,f,Substation,f,'"TSO"=>"", "oid"=>"31309", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.98053,55.753395 +5383,6195,220,f,Substation,f,'"TSO"=>"", "oid"=>"31306", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.572662,54.505137 +5384,6196,220,f,Substation,f,'"TSO"=>"", "oid"=>"31307", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',46.183777,54.636492 +5385,6197,220,f,Substation,f,'"TSO"=>"", "oid"=>"31305", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.878906,54.345351 +5386,6198,220,f,Substation,f,'"TSO"=>"", "oid"=>"31313", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',46.470795,55.610935 +5387,6199,220,f,Substation,f,'"TSO"=>"", "oid"=>"31314", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.438965,55.644274 +5388,6200,500,f,Substation,f,'"TSO"=>"", "oid"=>"31089", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.05307,54.170474 +5389,6201,220,f,Substation,f,'"TSO"=>"", "oid"=>"31303", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.144196,53.466796 +5391,6202,500,f,Substation,f,'"TSO"=>"", "oid"=>"31092", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.042572,53.321851 +5390,6202,220,f,Substation,f,'"TSO"=>"", "oid"=>"31092", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.042572,53.321851 +5392,6203,220,f,Substation,f,'"TSO"=>"", "oid"=>"31316", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.353821,53.802273 +5394,6204,500,f,Substation,f,'"TSO"=>"", "oid"=>"31090", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.028351,53.071752 +5393,6204,220,f,Substation,f,'"TSO"=>"", "oid"=>"31090", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.028351,53.071752 +5395,6205,220,f,Substation,f,'"TSO"=>"", "oid"=>"31315", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.331604,54.991797 +5396,6206,220,f,Substation,f,'"TSO"=>"", "oid"=>"31106", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.069305,54.358157 +5397,6207,220,f,Substation,f,'"TSO"=>"", "oid"=>"31079", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',50.239105,55.743347 +5398,6208,220,f,Substation,f,'"TSO"=>"", "oid"=>"31322", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',50.592041,55.318987 +5399,6209,220,f,Hard coal,f,'"TSO"=>"", "oid"=>"31346", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.276428,54.791185 +5400,6210,220,f,Substation,f,'"TSO"=>"", "oid"=>"31345", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.5401,54.303704 +5401,6211,220,f,Substation,f,'"TSO"=>"", "oid"=>"31317", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.302765,54.154393 +5402,6212,220,f,Substation,f,'"TSO"=>"", "oid"=>"31112", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.209381,53.12947 +5403,6213,220,f,Substation,f,'"TSO"=>"", "oid"=>"31340", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.206635,52.917183 +5404,6214,220,f,Substation,f,'"TSO"=>"", "oid"=>"31349", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.125366,53.026348 +5405,6215,220,f,Substation,f,'"TSO"=>"", "oid"=>"31344", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.526367,54.031167 +5406,6216,220,f,Hard coal,f,'"TSO"=>"", "oid"=>"31341", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.320374,53.800651 +7788,8853,220,f,joint,,,6.229946536871,48.9501330069722 +5408,6217,500,f,Substation,f,'"TSO"=>"", "oid"=>"31095", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.801025,53.771442 +5407,6217,220,f,Substation,f,'"TSO"=>"", "oid"=>"31095", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.801025,53.771442 +5409,6218,220,f,Substation,f,'"TSO"=>"", "oid"=>"31342", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.481049,53.641381 +5411,6219,500,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31093", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.713135,53.448807 +5410,6219,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31093", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.713135,53.448807 +5412,6220,220,f,Substation,f,'"TSO"=>"", "oid"=>"31350", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',50.211639,53.448807 +5414,6221,500,f,Substation,f,'"TSO"=>"", "oid"=>"31094", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1512644949000", "visible_on_printed"=>"1"',50.541229,53.400526 +5413,6221,220,f,Substation,f,'"TSO"=>"", "oid"=>"31094", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1512644949000", "visible_on_printed"=>"1"',50.541229,53.400526 +5415,6222,220,f,Substation,f,'"TSO"=>"", "oid"=>"31347", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.792786,53.135238 +5416,6223,220,f,Substation,f,'"TSO"=>"", "oid"=>"31348", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.308014,52.717995 +5418,6224,500,f,Substation,f,'"TSO"=>"", "oid"=>"31096", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1512644596000", "visible_on_printed"=>"1"',49.64035,52.760399 +5417,6224,220,f,Substation,f,'"TSO"=>"", "oid"=>"31096", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1512644596000", "visible_on_printed"=>"1"',49.64035,52.760399 +5419,6225,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31206", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549974555000", "visible_on_printed"=>"1"',39.519196,55.576792 +5421,6226,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31127", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.598846,54.183334 +5420,6226,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31127", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.598846,54.183334 +5422,6227,220,f,Substation,f,'"TSO"=>"", "oid"=>"31215", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.961395,54.552155 +5423,6228,220,f,Substation,f,'"TSO"=>"", "oid"=>"31216", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.266266,54.933454 +5424,6229,220,f,Substation,f,'"TSO"=>"", "oid"=>"31217", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.033936,54.20101 +5425,6230,220,f,Substation,f,'"TSO"=>"", "oid"=>"31302", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.955414,54.391753 +5426,6231,220,f,Substation,f,'"TSO"=>"", "oid"=>"31373", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.803467,53.926177 +5427,6232,220,f,Substation,f,'"TSO"=>"", "oid"=>"31383", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.365143,53.443899 +5429,6233,500,f,Substation,f,'"TSO"=>"", "oid"=>"31058", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.765015,52.69969 +5428,6233,220,f,Substation,f,'"TSO"=>"", "oid"=>"31058", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.765015,52.69969 +5430,6234,220,f,Substation,f,'"TSO"=>"", "oid"=>"31107", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.507965,53.039562 +5431,6235,220,f,Substation,f,'"TSO"=>"", "oid"=>"31370", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.264648,53.679629 +5432,6236,220,f,Substation,f,'"TSO"=>"", "oid"=>"31108", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549538844000", "visible_on_printed"=>"1"',41.231689,52.614723 +5433,6237,220,f,Substation,f,'"TSO"=>"", "oid"=>"31369", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.601105,53.311186 +5435,6238,500,f,Substation,f,'"TSO"=>"", "oid"=>"31073", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.594238,52.848401 +5434,6238,220,f,Substation,f,'"TSO"=>"", "oid"=>"31073", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.594238,52.848401 +5437,6239,500,f,Substation,f,'"TSO"=>"", "oid"=>"31087", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.813477,55.445374 +5436,6239,220,f,Substation,f,'"TSO"=>"", "oid"=>"31087", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.813477,55.445374 +5438,6241,220,f,Substation,f,'"TSO"=>"", "oid"=>"31368", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.79538,55.428234 +5439,6242,220,f,Substation,f,'"oid"=>"62113", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500361801000", "ModifiedDate"=>"1500361839000", "visible_on_printed"=>"1"',44.509735,55.308828 +5440,6243,220,f,Substation,f,'"oid"=>"62513", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500362218000", "ModifiedDate"=>"1500362246000", "visible_on_printed"=>"1"',44.69101,55.288501 +5441,6244,220,f,Substation,f,'"TSO"=>"", "oid"=>"31304", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.398743,53.4717 +5442,6245,220,f,Substation,f,'"TSO"=>"", "oid"=>"31088", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.938446,54.127041 +5443,6246,220,f,Substation,f,'"TSO"=>"", "oid"=>"31091", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.815979,54.072283 +5444,6247,220,f,Substation,f,'"TSO"=>"", "oid"=>"31071", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.246063,52.732134 +5445,6248,220,f,Substation,f,'"TSO"=>"", "oid"=>"35677", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.550629,55.548058 +5446,6249,220,f,Substation,f,'"TSO"=>"", "oid"=>"31199", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.447388,55.669066 +5447,6250,500,f,Substation,t,'"TSO"=>"", "oid"=>"37102", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.294708,55.25799 +5448,6251,220,f,Substation,f,'"TSO"=>"", "oid"=>"30978", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.308441,54.878187 +5449,6251,500,f,Substation,f,'"TSO"=>"", "oid"=>"30978", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.308441,54.878187 +5450,6252,220,f,Substation,f,'"TSO"=>"", "oid"=>"31205", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.500702,54.498758 +5451,6253,220,f,Substation,f,'"oid"=>"61314", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500286545000", "ModifiedDate"=>"1500286577000", "visible_on_printed"=>"1"',34.615173,53.366124 +5452,6254,220,f,Substation,f,'"TSO"=>"", "oid"=>"30982", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.020294,53.707275 +5453,6255,220,f,Substation,f,'"TSO"=>"", "oid"=>"30979", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.427032,53.298056 +5456,6256,750,f,Substation,f,'"TSO"=>"", "oid"=>"31222", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.291077,53.225768 +5455,6256,500,f,Substation,f,'"TSO"=>"", "oid"=>"31222", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.291077,53.225768 +5454,6256,220,f,Substation,f,'"TSO"=>"", "oid"=>"31222", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.291077,53.225768 +5458,6257,500,f,Substation,f,'"oid"=>"61714", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500286632000", "ModifiedDate"=>"1500286675000", "visible_on_printed"=>"1"',34.687958,53.186288 +5457,6257,220,f,Substation,f,'"oid"=>"61714", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500286632000", "ModifiedDate"=>"1500286675000", "visible_on_printed"=>"1"',34.687958,53.186288 +5459,6258,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31220", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.480103,54.077117 +5460,6259,220,f,Substation,f,'"TSO"=>"", "oid"=>"31226", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.396332,52.568838 +5461,6260,220,f,Substation,f,'"TSO"=>"", "oid"=>"31200", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.894836,55.752622 +5462,6261,220,f,Substation,f,'"TSO"=>"", "oid"=>"31201", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.948395,55.310391 +5463,6262,220,f,Substation,f,'"TSO"=>"", "oid"=>"31202", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.125549,55.171809 +5465,6263,500,f,Substation,f,'"TSO"=>"", "oid"=>"31176", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.445526,55.588435 +5464,6263,220,f,Substation,f,'"TSO"=>"", "oid"=>"31176", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.445526,55.588435 +5466,6264,220,f,Substation,f,'"TSO"=>"", "oid"=>"31211", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.884979,55.658996 +5467,6265,220,f,Substation,f,'"TSO"=>"", "oid"=>"31221", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.914063,54.461258 +5468,6266,220,f,Mixed fuels,f,'"TSO"=>"", "oid"=>"31204", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549534966000", "visible_on_printed"=>"1"',37.150269,54.459662 +5470,6267,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"30965", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549530293000", "visible_on_printed"=>"1"',37.912445,54.818887 +5469,6267,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"30965", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549530293000", "visible_on_printed"=>"1"',37.912445,54.818887 +5471,6268,220,f,Substation,f,'"TSO"=>"", "oid"=>"31203", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.433167,54.234735 +5472,6269,220,f,Substation,f,'"TSO"=>"", "oid"=>"31212", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.313446,55.748758 +5473,6270,220,f,Substation,f,'"TSO"=>"", "oid"=>"31207", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.568878,55.412646 +5474,6271,220,f,Substation,f,'"oid"=>"101313", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549531310000", "ModifiedDate"=>"1549531324000", "visible_on_printed"=>"1"',38.397217,55.116085 +5475,6272,220,f,Substation,f,'"TSO"=>"", "oid"=>"31208", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.634796,55.061068 +5476,6273,220,f,Substation,f,'"TSO"=>"", "oid"=>"31213", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.71582,55.739482 +5477,6274,220,f,Substation,f,'"TSO"=>"", "oid"=>"31210", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.72406,55.607833 +5478,6275,220,f,Substation,f,'"TSO"=>"", "oid"=>"31209", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.847656,55.189061 +5479,6276,500,f,Substation,f,'"TSO"=>"", "oid"=>"31177", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.18985,54.843408 +5480,6277,220,f,Substation,f,'"TSO"=>"", "oid"=>"31214", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.796844,54.731757 +5482,6278,500,f,Substation,f,'"TSO"=>"", "oid"=>"31126", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.884735,54.362158 +5481,6278,220,f,Substation,f,'"TSO"=>"", "oid"=>"31126", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.884735,54.362158 +5483,6279,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31218", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.342529,53.976282 +5484,6280,220,f,Substation,f,'"TSO"=>"", "oid"=>"31375", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.857513,53.717841 +5485,6281,220,f,Substation,f,'"TSO"=>"", "oid"=>"31376", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.794342,53.352191 +5486,6282,220,f,Substation,f,'"TSO"=>"", "oid"=>"31228", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.723175,53.249604 +5487,6283,220,f,Substation,f,'"TSO"=>"", "oid"=>"31227", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.585846,52.897306 +5488,6284,220,f,Substation,f,'"TSO"=>"", "oid"=>"31377", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.713318,53.113811 +5489,6285,220,f,Substation,f,'"TSO"=>"", "oid"=>"31233", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.507324,52.658893 +5491,6286,500,f,Substation,f,'"TSO"=>"", "oid"=>"31055", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.923431,52.786153 +5490,6286,220,f,Substation,f,'"TSO"=>"", "oid"=>"31055", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.923431,52.786153 +5492,6287,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31219", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.034668,54.061 +5493,6288,220,f,Substation,f,'"TSO"=>"", "oid"=>"31374", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.134674,54.011804 +5494,6289,220,f,Substation,f,'"oid"=>"64513", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1504009823000", "ModifiedDate"=>"1504009856000", "visible_on_printed"=>"1"',39.359894,53.923751 +5495,6290,220,f,Substation,f,'"TSO"=>"", "oid"=>"31232", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", 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"visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',28.811646,55.406409 +5502,6297,300,f,Substation,f,'"TSO"=>"", "oid"=>"31612", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',28.423004,54.376558 +5503,6298,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31584", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.174194,54.846571 +5504,6299,300,f,Substation,f,'"TSO"=>"", "oid"=>"31619", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',30.454102,55.076009 +5505,6300,132,f,Substation,f,'"TSO"=>"", "oid"=>"34991", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',30.768585,55.107444 +5506,6301,300,f,Substation,f,'"TSO"=>"", "oid"=>"31620", "country"=>"BY", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.39917,54.471634 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"ModifiedDate"=>"1516282131000", "visible_on_printed"=>"1"',22.799377,54.632518 +5540,6333,300,f,Substation,f,'"TSO"=>"LITGRID", "oid"=>"30665", "country"=>"LT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1516771790000", "visible_on_printed"=>"1"',24.307251,55.762668 +5541,6335,300,f,Substation,f,'"TSO"=>"LITGRID", "oid"=>"30662", "country"=>"LT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516282096000", "visible_on_printed"=>"1"',24.283905,55.087014 +5542,6337,300,f,Substation,f,'"TSO"=>"LITGRID", "oid"=>"30658", "country"=>"LT", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1516282024000", "visible_on_printed"=>"1"',23.991394,54.935032 +5543,6341,300,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"30661", "country"=>"LT", "visible"=>"1", "capacity"=>"900", "tie_line_s"=>"1", "ModifiedDate"=>"1516275357000", "visible_on_printed"=>"1"',24.252319,54.796727 +5544,6342,380,f,Converter Station 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"tie_line_s"=>"0", "visible_on_printed"=>"1"',-8.93325800000001,53.270141 +6060,6939,220,f,Fossil gas,f,'"TSO"=>"", "oid"=>"33046", "country"=>"IE", "visible"=>"1", "capacity"=>"384", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-8.587189,53.206855 +6061,6941,220,f,Substation,f,'"TSO"=>"", "oid"=>"33021", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-8.580322,52.573846 +6062,6943,220,f,Fossil oil,f,'"TSO"=>"", "oid"=>"34639", "country"=>"UK", "visible"=>"1", "capacity"=>"455", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-7.27569600000001,55.013064 +6063,6949,220,f,Substation,f,'"TSO"=>"", "oid"=>"35568", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-8.41964699999999,54.209042 +6064,6951,132,f,Substation,f,'"TSO"=>"", "oid"=>"33073", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',-7.69180300000001,54.934243 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"oid"=>"33025", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-7.065582,52.729639 +6083,6980,220,f,Substation,f,'"TSO"=>"", "oid"=>"33035", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',-6.61926300000001,53.994047 +6086,6983,380,f,Substation,f,'"TSO"=>"", "oid"=>"33028", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.61376999999999,53.441446 +6085,6983,220,f,Substation,f,'"TSO"=>"", "oid"=>"33028", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.61376999999999,53.441446 +6087,6984,220,f,Substation,f,'"TSO"=>"", "oid"=>"33033", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1546944684000", "visible_on_printed"=>"1"',-6.439362,53.383328 +6088,6986,220,f,Substation,f,'"TSO"=>"", "oid"=>"33061", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.266327,53.396432 +6089,6988,220,f,Substation,f,'"TSO"=>"", "oid"=>"33014", "country"=>"IE", "visible"=>"1", "capacity"=>"104", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.118011,53.387424 +6091,6989,380,f,Substation,f,'"TSO"=>"", "oid"=>"33029", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.71127300000001,53.119581 +6090,6989,220,f,Substation,f,'"TSO"=>"", "oid"=>"33029", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.71127300000001,53.119581 +6092,6990,220,f,Substation,f,'"TSO"=>"", "oid"=>"33030", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.62063599999999,53.289847 +6093,6991,220,f,Substation,f,'"TSO"=>"", "oid"=>"33031", "country"=>"IE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.40640300000001,53.273426 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"visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',-6.23886099999999,52.813553 +6101,7007,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35041", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',62.410583,56.157023 +6100,7007,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35041", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',62.410583,56.157023 +6102,7008,220,f,Substation,f,'"TSO"=>"", "oid"=>"35100", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',63.59024,56.306634 +6103,7009,220,f,Substation,f,'"TSO"=>"", "oid"=>"35064", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',65.379639,57.201016 +6105,7010,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35029", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',56.641388,58.782438 +6104,7010,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35029", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',56.641388,58.782438 +6107,7011,500,f,Substation,f,'"TSO"=>"", "oid"=>"35028", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',57.255249,58.331125 +6106,7011,220,f,Substation,f,'"TSO"=>"", "oid"=>"35028", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',57.255249,58.331125 +6108,7012,220,f,Substation,f,'"TSO"=>"", "oid"=>"35037", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',58.3346559999999,58.461384 +6110,7013,500,f,Substation,f,'"TSO"=>"", "oid"=>"35057", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',58.75351,56.810652 +6109,7013,220,f,Substation,f,'"TSO"=>"", "oid"=>"35057", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',58.75351,56.810652 +6111,7014,220,f,Substation,f,'"TSO"=>"", "oid"=>"35036", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',59.953766,58.790978 +6112,7015,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35056", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.004578,58.437671 +6114,7016,500,f,Substation,f,'"TSO"=>"", "oid"=>"35027", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.328674,57.647605 +6113,7016,220,f,Substation,f,'"TSO"=>"", "oid"=>"35027", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.328674,57.647605 +6115,7017,220,f,Substation,f,'"TSO"=>"", "oid"=>"35055", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',61.274872,58.629787 +6116,7018,220,f,Substation,f,'"TSO"=>"", "oid"=>"35063", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',61.259766,57.631434 +6117,7019,220,f,Substation,f,'"TSO"=>"", "oid"=>"35038", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',59.258881,56.903753 +6119,7020,500,f,Substation,f,'"TSO"=>"", "oid"=>"35060", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',59.824677,56.576128 +6118,7020,220,f,Substation,f,'"TSO"=>"", "oid"=>"35060", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',59.824677,56.576128 +8758,10046,220,f,joint,,,-6.13723799999999,40.04654 +8581,9878,380,f,joint,,,6.81014999999999,50.772076 +6120,7021,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35061", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.394592,56.867742 +6121,7022,220,f,Substation,f,'"TSO"=>"", "oid"=>"35066", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',59.361877,56.157788 +6122,7023,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35062", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.504456,57.270876 +6123,7024,220,f,Substation,f,'"TSO"=>"", "oid"=>"35026", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.614319,57.031763 +6124,7025,220,f,Substation,f,'"TSO"=>"", "oid"=>"35504", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.711823,56.767778 +6125,7026,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35058", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.523682,56.509502 +6127,7027,500,f,Substation,f,'"TSO"=>"", "oid"=>"35791", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.9851069999999,56.293681 +6126,7027,220,f,Substation,f,'"TSO"=>"", "oid"=>"35791", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.9851069999999,56.293681 +6128,7028,220,f,Nuclear,f,'"TSO"=>"", "oid"=>"35059", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',60.887604,56.228085 +6129,7029,220,f,Substation,f,'"TSO"=>"", "oid"=>"35071", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',61.627808,56.170023 +6130,7030,220,f,Substation,f,'"TSO"=>"", "oid"=>"31138", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.05896,58.365716 +6131,7031,220,f,Substation,f,'"TSO"=>"", "oid"=>"31330", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.377319,57.94037 +6132,7032,220,f,Substation,f,'"TSO"=>"", "oid"=>"31139", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.79892,57.912659 +6133,7033,220,f,Substation,f,'"TSO"=>"", "oid"=>"31327", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.466827,57.124314 +6134,7034,220,f,Substation,f,'"TSO"=>"", "oid"=>"31137", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',50.640106,56.189896 +6135,7035,220,f,Substation,f,'"oid"=>"62114", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500363235000", "ModifiedDate"=>"1500363247000", "visible_on_printed"=>"1"',51.142731,56.337856 +6136,7036,220,f,Substation,f,'"TSO"=>"", "oid"=>"31326", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.969452,56.321868 +6138,7037,500,f,Substation,f,'"TSO"=>"", "oid"=>"35502", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.851349,56.082765 +6137,7037,220,f,Substation,f,'"TSO"=>"", "oid"=>"35502", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.851349,56.082765 +6139,7038,500,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31082", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',51.888428,55.77889 +6140,7039,220,f,Substation,f,'"TSO"=>"", "oid"=>"31329", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',53.298798,57.131023 +6142,7040,500,f,Substation,f,'"TSO"=>"", "oid"=>"31136", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.753601,56.724855 +6141,7040,220,f,Substation,f,'"TSO"=>"", "oid"=>"31136", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.753601,56.724855 +6143,7041,220,f,Substation,f,'"TSO"=>"", "oid"=>"31325", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',52.153473,55.865294 +6144,7042,220,f,Substation,f,'"TSO"=>"", "oid"=>"35049", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.447998,58.342659 +6145,7043,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"35048", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.702057,58.054632 +6146,7044,220,f,Substation,f,'"oid"=>"101713", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549883708000", "ModifiedDate"=>"1549883719000", "visible_on_printed"=>"1"',55.833893,58.021919 +6147,7045,220,f,Substation,f,'"TSO"=>"", "oid"=>"35050", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.958862,57.732019 +6148,7046,220,f,Substation,f,'"TSO"=>"", "oid"=>"31328", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',53.802795,56.725608 +6150,7047,500,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31135", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',54.161224,56.750464 +6149,7047,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31135", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',54.161224,56.750464 +6151,7048,220,f,Substation,f,'"TSO"=>"", "oid"=>"35047", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.301056,57.161568 +6152,7049,220,f,Substation,f,'"TSO"=>"", "oid"=>"35065", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',56.14563,57.218865 +6153,7050,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35024", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.513916,56.210523 +6154,7051,220,f,Substation,f,'"TSO"=>"", "oid"=>"35084", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',55.496063,55.820573 +6156,7052,500,f,Substation,f,'"TSO"=>"", "oid"=>"35025", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',56.195068,56.144784 +6155,7052,220,f,Substation,f,'"TSO"=>"", "oid"=>"35025", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',56.195068,56.144784 +7813,8906,220,f,joint,,,-5.90319032414831,36.5407331846308 +7193,8232,220,f,joint,,,51.6613130149183,55.6802894284043 +6157,7053,220,f,Substation,f,'"TSO"=>"", "oid"=>"31300", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.384521,56.319583 +6158,7054,220,f,Substation,f,'"TSO"=>"", "oid"=>"31301", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.692139,56.266236 +6160,7055,500,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31084", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.05719,56.160083 +6159,7055,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31084", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.05719,56.160083 +6161,7056,220,f,Substation,f,'"TSO"=>"", "oid"=>"31119", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.764435,56.044431 +6163,7057,500,f,Substation,f,'"TSO"=>"", "oid"=>"31134", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.360199,58.742557 +6162,7057,220,f,Substation,f,'"TSO"=>"", "oid"=>"31134", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.360199,58.742557 +6164,7058,220,f,Substation,f,'"TSO"=>"", "oid"=>"31332", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.299774,57.524672 +6165,7059,220,f,Substation,f,'"TSO"=>"", "oid"=>"31115", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.047333,56.687162 +6167,7060,500,f,Substation,f,'"TSO"=>"", "oid"=>"31083", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.195648,56.142489 +6166,7060,220,f,Substation,f,'"TSO"=>"", "oid"=>"31083", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.195648,56.142489 +6168,7061,220,f,Substation,f,'"TSO"=>"", "oid"=>"31105", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.46756,55.976104 +6169,7062,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31318", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.920746,55.91843 +6170,7063,220,f,Substation,f,'"TSO"=>"", "oid"=>"31319", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.308014,57.136239 +6172,7064,500,f,Substation,f,'"TSO"=>"", "oid"=>"31080", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.390411,55.990701 +6171,7064,220,f,Substation,f,'"TSO"=>"", "oid"=>"31080", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.390411,55.990701 +6173,7065,220,f,Substation,f,'"TSO"=>"", "oid"=>"35800", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',49.453583,55.836 +6174,7066,220,f,Substation,f,'"TSO"=>"", "oid"=>"31098", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.445038,58.386598 +6175,7067,220,f,Substation,f,'"TSO"=>"", "oid"=>"31190", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.91333,58.16853 +6176,7068,220,f,Substation,f,'"TSO"=>"", "oid"=>"31099", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.290985,58.365716 +6177,7069,220,f,Substation,f,'"TSO"=>"", "oid"=>"31187", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.631805,57.402063 +6178,7070,220,f,Fossil gas,f,'"oid"=>"101314", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549535387000", "ModifiedDate"=>"1549535418000", "visible_on_printed"=>"1"',40.292358,57.903904 +6179,7071,220,f,Substation,f,'"TSO"=>"", "oid"=>"31188", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.160522,57.733485 +6180,7072,220,f,Substation,f,'"TSO"=>"", "oid"=>"31191", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.56427,57.941099 +6181,7073,500,f,Substation,f,'"TSO"=>"", "oid"=>"31077", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.855164,58.416819 +6182,7074,220,f,Substation,f,'"TSO"=>"", "oid"=>"31194", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.117462,58.314539 +6183,7075,220,f,Substation,f,'"TSO"=>"", "oid"=>"31192", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.925446,57.887117 +6184,7076,220,f,Substation,f,'"TSO"=>"", "oid"=>"31193", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.178131,57.993543 +6186,7077,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31075", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.075134,57.691672 +6185,7077,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31075", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.075134,57.691672 +6187,7078,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35496", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.166016,57.146671 +6188,7079,220,f,Substation,f,'"TSO"=>"", "oid"=>"35497", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.498352,57.224813 +6189,7080,220,f,Substation,f,'"TSO"=>"", "oid"=>"31189", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.763641,56.437444 +6192,7081,750,f,Substation,f,'"TSO"=>"", "oid"=>"31074", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.163269,56.219687 +6191,7081,500,f,Substation,f,'"TSO"=>"", "oid"=>"31074", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.163269,56.219687 +6190,7081,220,f,Substation,f,'"TSO"=>"", "oid"=>"31074", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.163269,56.219687 +6193,7082,220,f,Substation,f,'"TSO"=>"", "oid"=>"37108", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.479126,56.332528 +6194,7083,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"35963", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',40.771637,56.295967 +6195,7084,220,f,Substation,f,'"TSO"=>"", "oid"=>"31101", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.312714,56.570832 +6196,7085,220,f,Substation,f,'"TSO"=>"", "oid"=>"31171", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.041931,57.312432 +6197,7086,220,f,Substation,f,'"TSO"=>"", "oid"=>"31104", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.201477,55.903806 +6198,7087,220,f,Substation,f,'"TSO"=>"", "oid"=>"31172", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.952667,56.192953 +6199,7088,220,f,Substation,f,'"TSO"=>"", "oid"=>"31195", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549538646000", "visible_on_printed"=>"1"',42.773895,58.585436 +6200,7089,220,f,Substation,f,'"TSO"=>"", "oid"=>"35680", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.451172,57.433124 +6201,7090,500,f,Substation,f,'"TSO"=>"", "oid"=>"31295", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.397125,58.638365 +6202,7091,220,f,Substation,f,'"TSO"=>"", "oid"=>"31296", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.869537,58.719747 +6203,7092,500,f,Substation,f,'"TSO"=>"", "oid"=>"31085", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.599487,55.794333 +6204,7093,220,f,Substation,f,'"TSO"=>"", "oid"=>"31103", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.857178,56.958455 +6205,7094,220,f,Substation,f,'"TSO"=>"", "oid"=>"31297", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.941193,56.195245 +6206,7095,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31173", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.967285,56.383502 +6208,7096,500,f,Substation,f,'"TSO"=>"", "oid"=>"31078", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.170532,56.270811 +6207,7096,220,f,Substation,f,'"TSO"=>"", "oid"=>"31078", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.170532,56.270811 +6209,7097,220,f,Hard coal,f,'"TSO"=>"", "oid"=>"37109", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',43.9151,56.010666 +6211,7098,500,f,Substation,f,'"TSO"=>"", "oid"=>"31102", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.174652,55.986092 +6210,7098,220,f,Substation,f,'"TSO"=>"", "oid"=>"31102", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.174652,55.986092 +6212,7099,220,f,Substation,f,'"TSO"=>"", "oid"=>"35681", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.115601,55.915352 +6213,7100,220,f,Substation,f,'"TSO"=>"", "oid"=>"35501", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.049683,55.836 +6214,7101,220,f,Substation,f,'"TSO"=>"", "oid"=>"31298", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.419098,56.28301 +6215,7102,220,f,Substation,f,'"TSO"=>"", "oid"=>"31299", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.586639,56.151669 +6216,7103,220,f,Substation,f,'"TSO"=>"", "oid"=>"31311", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.299622,55.859129 +6217,7104,300,f,Substation,f,'"TSO"=>"", "oid"=>"30977", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.038391,57.914848 +6219,7105,750,f,Nuclear,f,'"TSO"=>"", "oid"=>"30963", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.887085,57.712951 +6218,7105,300,f,Nuclear,f,'"TSO"=>"", "oid"=>"30963", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.887085,57.712951 +6220,7106,300,f,Substation,f,'"TSO"=>"", "oid"=>"30984", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.470978,57.611578 +6221,7107,220,f,Substation,f,'"TSO"=>"", "oid"=>"35679", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549974454000", "visible_on_printed"=>"1"',34.020538,56.241061 +6224,7108,750,f,Substation,f,'"TSO"=>"", "oid"=>"31196", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.010681,56.277674 +6223,7108,500,f,Substation,f,'"TSO"=>"", "oid"=>"31196", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.010681,56.277674 +6222,7108,220,f,Substation,f,'"TSO"=>"", "oid"=>"31196", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.010681,56.277674 +6225,7109,300,f,Substation,f,'"TSO"=>"", "oid"=>"31125", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.57785,56.91575 +6226,7110,220,f,Substation,f,'"TSO"=>"", "oid"=>"31197", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',35.522919,56.288346 +6228,7111,500,f,Substation,f,'"TSO"=>"", "oid"=>"35491", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.35788,55.856046 +6227,7111,220,f,Substation,f,'"TSO"=>"", "oid"=>"35491", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.35788,55.856046 +6229,7112,220,f,Substation,f,'"TSO"=>"", "oid"=>"31198", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.440277,55.939202 +6230,7113,220,f,Substation,f,'"TSO"=>"", "oid"=>"31382", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.493835,55.780435 +6231,7114,220,f,Substation,f,'"TSO"=>"", "oid"=>"31182", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.365875,57.800871 +6232,7115,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31168", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.872375,58.092396 +6233,7116,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31169", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.096466,57.524672 +6236,7117,500,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31128", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.828918,56.578397 +6235,7117,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31128", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.828918,56.578397 +6234,7117,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31128", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.828918,56.578397 +6237,7118,220,f,Substation,f,'"TSO"=>"", "oid"=>"31100", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.214813,56.94048 +6239,7119,750,f,Substation,f,'"TSO"=>"", "oid"=>"31170", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.742401,56.421498 +6238,7119,500,f,Substation,f,'"TSO"=>"", "oid"=>"31170", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.742401,56.421498 +6240,7120,220,f,Substation,f,'"TSO"=>"", "oid"=>"31183", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.912689,56.143254 +6241,7121,220,f,Substation,f,'"TSO"=>"", "oid"=>"35492", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.688843,55.878392 +6243,7122,750,f,Substation,f,'"TSO"=>"", "oid"=>"31174", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.251892,55.987628 +6242,7122,500,f,Substation,f,'"TSO"=>"", "oid"=>"31174", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.251892,55.987628 +6245,7123,500,f,Substation,f,'"TSO"=>"", "oid"=>"31175", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.938782,55.876852 +6244,7123,220,f,Substation,f,'"TSO"=>"", "oid"=>"31175", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',36.938782,55.876852 +6246,7124,220,f,Substation,f,'"TSO"=>"", "oid"=>"31124", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.361755,56.485245 +6247,7125,220,f,Substation,f,'"TSO"=>"", "oid"=>"31178", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.657013,56.398705 +6248,7126,220,f,Substation,f,'"TSO"=>"", "oid"=>"31180", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.570496,56.06437 +6250,7127,500,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"31121", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.448273,55.794333 +6249,7127,220,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"31121", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.448273,55.794333 +6251,7128,220,f,Substation,f,'"TSO"=>"", "oid"=>"31179", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.746277,56.14555 +6252,7129,220,f,Substation,f,'"TSO"=>"", "oid"=>"31181", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.100586,56.601083 +6253,7130,220,f,Substation,f,'"TSO"=>"", "oid"=>"31186", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.26651,57.034005 +6254,7131,500,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"35495", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.430176,56.430611 +6256,7132,500,f,Substation,f,'"TSO"=>"", "oid"=>"31122", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.98111,56.081999 +6255,7132,220,f,Substation,f,'"TSO"=>"", "oid"=>"31122", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.98111,56.081999 +6258,7133,500,f,Substation,f,'"TSO"=>"", "oid"=>"31123", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.228302,55.8599 +6257,7133,220,f,Substation,f,'"TSO"=>"", "oid"=>"31123", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.228302,55.8599 +6259,7134,220,f,Substation,f,'"TSO"=>"", "oid"=>"31184", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.544159,56.045966 +6260,7135,220,f,Substation,f,'"TSO"=>"", "oid"=>"31185", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.950653,56.519352 +6261,7136,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"37101", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549534704000", "visible_on_printed"=>"1"',38.952026,55.866835 +6262,7137,300,f,Substation,f,'"TSO"=>"", "oid"=>"30969", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',28.218384,57.80892 +6263,7138,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"30964", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.792175,57.50402 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"visible_on_printed"=>"1"',61.616821,59.288332 +6499,7456,220,f,Substation,f,'"TSO"=>"", "oid"=>"31132", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',45.987396,61.361196 +6500,7457,220,f,Mixed fuels,f,'"oid"=>"100913", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549528652000", "ModifiedDate"=>"1549528784000", "visible_on_printed"=>"1"',46.39801,61.556726 +6501,7458,220,f,Substation,f,'"TSO"=>"", "oid"=>"31333", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',48.882294,59.574679 +6502,7459,220,f,Substation,f,'"TSO"=>"", "oid"=>"31331", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',47.945709,59.113243 +6503,7460,220,f,Substation,f,'"TSO"=>"", "oid"=>"31129", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.697723,61.056956 +6504,7462,220,f,Substation,f,'"oid"=>"101315", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549536744000", "ModifiedDate"=>"1549536780000", "visible_on_printed"=>"1"',39.565887,60.553904 +6505,7463,220,f,Substation,f,'"TSO"=>"", "oid"=>"31130", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',41.54892,61.214073 +6506,7464,220,f,Substation,f,'"TSO"=>"", "oid"=>"31140", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1499950709000", "visible_on_printed"=>"1"',39.635925,60.062099 +6507,7465,220,f,Substation,f,'"oid"=>"100915", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549537286000", "ModifiedDate"=>"1549537344000", "visible_on_printed"=>"1"',39.561768,59.442282 +6509,7466,500,f,Substation,f,'"TSO"=>"", "oid"=>"31133", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.663391,59.17241 +6508,7466,220,f,Substation,f,'"TSO"=>"", "oid"=>"31133", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',39.663391,59.17241 +6510,7467,220,f,Substation,f,'"TSO"=>"", "oid"=>"31164", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',42.896118,61.171722 +6511,7468,220,f,Substation,f,'"TSO"=>"", "oid"=>"31131", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',44.485016,61.241174 +6512,7469,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31157", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.032898,60.983101 +6513,7470,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31156", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.812927,61.011732 +6514,7471,220,f,Substation,f,'"TSO"=>"", "oid"=>"31355", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',34.786835,59.352096 +6515,7472,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"37098", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.052765,59.322681 +6517,7473,500,f,Substation,f,'"TSO"=>"", "oid"=>"31076", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.618561,59.291838 +6516,7473,220,f,Substation,f,'"TSO"=>"", "oid"=>"31076", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.618561,59.291838 +6518,7474,220,f,Substation,f,'"TSO"=>"", "oid"=>"37099", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.320557,59.119588 +6519,7475,220,f,Substation,f,'"TSO"=>"", "oid"=>"37100", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',37.670746,58.998848 +6522,7476,750,f,Substation,f,'"TSO"=>"", "oid"=>"31167", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.358765,59.266582 +6521,7476,500,f,Substation,f,'"TSO"=>"", "oid"=>"31167", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.358765,59.266582 +6520,7476,220,f,Substation,f,'"TSO"=>"", "oid"=>"31167", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',38.358765,59.266582 +6524,7484,380,f,Converter Station Back-to-back,f,'"TSO"=>"", "oid"=>"30996", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',29.002533,60.774585 +6523,7484,300,f,Converter Station Back-to-back,f,'"TSO"=>"", "oid"=>"30996", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',29.002533,60.774585 +6525,7485,300,f,Substation,f,'"TSO"=>"", "oid"=>"31381", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.501038,60.797374 +6526,7486,300,f,Substation,f,'"TSO"=>"", "oid"=>"37111", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.790802,60.336464 +6527,7487,300,f,Substation,t,'"TSO"=>"", "oid"=>"35674", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',28.5672,59.669821 +6528,7488,300,f,Substation,f,'"oid"=>"40116", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487839928000", "ModifiedDate"=>"1549967922000", "visible_on_printed"=>"1"',29.062958,59.90409 +6530,7489,750,f,Nuclear,f,'"TSO"=>"", "oid"=>"31396", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1487839994000", "visible_on_printed"=>"1"',29.165955,59.950197 +6529,7489,300,f,Nuclear,f,'"TSO"=>"", "oid"=>"31396", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1487839994000", "visible_on_printed"=>"1"',29.165955,59.950197 +6531,7490,300,f,Substation,f,'"TSO"=>"", "oid"=>"30971", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',28.88031,59.333189 +6532,7491,300,f,Substation,f,'"TSO"=>"", "oid"=>"35675", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.079437,58.889748 +6533,7492,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31141", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.055847,60.123039 +6534,7493,300,f,Substation,f,'"TSO"=>"", "oid"=>"31003", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',29.84848,59.648316 +6536,7494,300,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"31395", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.222015,59.848264 +6535,7494,220,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"31395", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',30.222015,59.848264 +6538,7495,750,f,Substation,f,'"TSO"=>"", "oid"=>"31379", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1512558633000", "visible_on_printed"=>"1"',30.275574,59.585804 +6537,7495,300,f,Substation,f,'"TSO"=>"", "oid"=>"31379", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1512558633000", "visible_on_printed"=>"1"',30.275574,59.585804 +6539,7496,300,f,Substation,f,'"TSO"=>"", "oid"=>"30975", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',31.628265,59.038435 +6540,7497,300,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31002", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1549529367000", "visible_on_printed"=>"1"',32.016907,59.419234 +6542,7498,300,f,Substation,f,'"TSO"=>"", "oid"=>"31000", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',32.857361,60.238448 +6541,7498,220,f,Substation,f,'"TSO"=>"", "oid"=>"31000", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',32.857361,60.238448 +6544,7499,300,f,Substation,f,'"TSO"=>"", "oid"=>"31001", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',33.616791,59.630269 +6543,7499,220,f,Substation,f,'"TSO"=>"", "oid"=>"31001", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',33.616791,59.630269 +6545,7500,380,f,Substation,f,'"TSO"=>"", "oid"=>"30154", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',22.82135,61.179667 +6572,7543,380,f,Substation,f,'"TSO"=>"", "oid"=>"30147", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',27.062073,60.737686 +6546,7503,380,f,Substation,f,'"TSO"=>"", "oid"=>"30153", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',22.913361,60.364318 +6547,7505,380,f,Substation,f,'"TSO"=>"", "oid"=>"30134", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',23.578033,60.830858 +6548,7506,380,f,Substation,f,'"TSO"=>"", "oid"=>"30139", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.083405,61.516801 +6549,7507,380,f,Substation,f,'"TSO"=>"", "oid"=>"35610", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.402008,61.338151 +6550,7508,380,f,Substation,f,'"TSO"=>"", "oid"=>"30157", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.186401,60.304505 +6551,7509,380,f,Substation,f,'"TSO"=>"", "oid"=>"30135", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.915619,60.90707 +6552,7511,380,f,Substation,f,'"TSO"=>"", "oid"=>"30137", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.929352,60.330347 +6553,7512,380,f,Substation,f,'"TSO"=>"", "oid"=>"30136", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.039215,60.576175 +6554,7513,380,f,Substation,f,'"TSO"=>"", "oid"=>"30138", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.209503,60.379254 +6555,7515,380,f,Substation,f,'"TSO"=>"", "oid"=>"30151", "country"=>"FI", "visible"=>"1", "capacity"=>"1000", "tie_line_s"=>"0", "ModifiedDate"=>"1505733881000", "visible_on_printed"=>"1"',23.818359,60.048389 +6556,7518,380,f,Substation,f,'"TSO"=>"", "oid"=>"30143", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.656067,60.206393 +6558,7524,300,f,Converter Station,f,'"TSO"=>"", "oid"=>"31582", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "ModifiedDate"=>"1488371460000", "visible_on_printed"=>"1"',24.588776,59.38778 +6561,7525,,t,Substation,f,'"TSO"=>"", "oid"=>"30093", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1488371432000", "visible_on_printed"=>"1"',24.598389,59.383584 +6560,7525,300,f,Substation,f,'"TSO"=>"", "oid"=>"30093", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1488371432000", "visible_on_printed"=>"1"',24.598389,59.383584 +6562,7526,300,f,Mixed fuels,f,'"TSO"=>"Elering AS", "oid"=>"48117", "country"=>"EE", "visible"=>"1", "capacity"=>"250", "tie_line_s"=>"0", "CreatedDate"=>"1488790010000", "ModifiedDate"=>"1512558753000", "visible_on_printed"=>"1"',24.586029,59.237094 +6564,7528,300,f,Substation,f,'"TSO"=>"Elering AS", "oid"=>"48116", "country"=>"EE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488789941000", "ModifiedDate"=>"1513262868000", "visible_on_printed"=>"1"',24.689026,59.244117 +6563,7528,220,f,Substation,f,'"TSO"=>"Elering AS", "oid"=>"48116", "country"=>"EE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488789941000", "ModifiedDate"=>"1513262868000", "visible_on_printed"=>"1"',24.689026,59.244117 +6565,7529,300,f,Substation,f,'"TSO"=>"", "oid"=>"30096", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1487766136000", "visible_on_printed"=>"1"',25.040588,59.361195 +6566,7530,300,f,Substation,f,'"TSO"=>"", "oid"=>"30097", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.19989,58.921664 +6567,7534,380,f,Substation,f,'"TSO"=>"", "oid"=>"30145", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',25.659943,60.470081 +6569,7538,380,f,Substation,f,'"TSO"=>"", "oid"=>"30146", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',26.619873,60.865644 +6570,7540,380,f,Nuclear,f,'"TSO"=>"", "oid"=>"30144", "country"=>"FI", "visible"=>"1", "capacity"=>"980", "tie_line_s"=>"0", "visible_on_printed"=>"1"',26.294403,60.418598 +6573,7545,380,f,Substation,f,'"TSO"=>"", "oid"=>"30148", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',27.917633,60.894381 +6574,7548,300,f,Substation,f,'"TSO"=>"", "oid"=>"30100", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1487767800000", "visible_on_printed"=>"1"',26.317749,59.356996 +6577,7550,300,f,Substation,f,'"TSO"=>"", "oid"=>"30099", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',26.50177,59.447169 +6576,7550,220,f,Substation,f,'"TSO"=>"", "oid"=>"30099", "country"=>"EE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',26.50177,59.447169 +6578,7551,300,f,Oil shale,f,'"TSO"=>"Elering AS", "oid"=>"37299", "country"=>"EE", "visible"=>"1", "EIC_code"=>"38W-MT--BEJ----R", "capacity"=>"322", "tie_line_s"=>"1", "ModifiedDate"=>"1488789140000", "visible_on_printed"=>"1"',28.063202,59.310067 +6579,7552,300,f,Oil shale,f,'"TSO"=>"Elering AS", "oid"=>"30092", "country"=>"EE", "visible"=>"1", "EIC_code"=>"38W-MT--EEJ----3", "capacity"=>"1355", "tie_line_s"=>"1", "ModifiedDate"=>"1488788900000", "visible_on_printed"=>"1"',27.755585,59.149882 +6580,7554,220,f,Substation,f,'"TSO"=>"", "oid"=>"31529", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.166138,61.173046 +6581,7555,380,f,Substation,f,'"TSO"=>"", "oid"=>"35130", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.929932,60.693351 +6583,7556,380,f,Substation,f,'"TSO"=>"", "oid"=>"31474", "country"=>"SE", "visible"=>"1", 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"tie_line_s"=>"0", "visible_on_printed"=>"1"',17.748413,59.930936 +6597,7567,380,f,Substation,f,'"TSO"=>"", "oid"=>"31534", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.233185,59.961885 +6596,7567,220,f,Substation,f,'"TSO"=>"", "oid"=>"31534", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.233185,59.961885 +6598,7569,220,f,Substation,f,'"TSO"=>"", "oid"=>"35374", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.789612,59.720407 +6599,7570,220,f,Substation,f,'"TSO"=>"", "oid"=>"35373", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.924194,59.731485 +6600,7571,380,f,Substation,f,'"TSO"=>"", "oid"=>"31466", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.216949,59.22234 +6602,7572,380,f,Substation,f,'"TSO"=>"", "oid"=>"31540", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.764893,59.22234 +6601,7572,220,f,Substation,f,'"TSO"=>"", "oid"=>"31540", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.764893,59.22234 +6603,7573,380,f,Substation,f,'"TSO"=>"", "oid"=>"31533", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.134308,59.473686 +6605,7574,380,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"31559", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.094482,59.317776 +6604,7574,220,f,Substations + Power Plants,f,'"TSO"=>"", "oid"=>"31559", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.094482,59.317776 +6606,7576,380,f,Substation,f,'"TSO"=>"", "oid"=>"31541", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',17.931061,59.095615 +6608,7577,380,f,Substation,f,'"TSO"=>"", "oid"=>"31543", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.109589,59.168891 +6607,7577,220,f,Substation,f,'"TSO"=>"", "oid"=>"31543", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.109589,59.168891 +6609,7578,220,f,Substation,f,'"TSO"=>"", "oid"=>"31544", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.123322,59.084327 +6610,7579,220,f,Substation,f,'"TSO"=>"", "oid"=>"31535", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.623199,60.072378 +6611,7580,220,f,Other or not listed,f,'"TSO"=>"", "oid"=>"31538", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.8237,60.06484 +6612,7581,132,f,Substation,f,'"TSO"=>"", "oid"=>"35137", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',18.822327,59.908222 +6613,7582,220,f,Substation,f,'"TSO"=>"", "oid"=>"31536", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.620453,59.838606 +6614,7583,220,f,Substation,f,'"TSO"=>"", "oid"=>"31539", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',18.404846,59.480661 +6615,7584,380,f,Brown coal/Lignite,f,'"TSO"=>"", "oid"=>"30175", "country"=>"FI", "visible"=>"1", "capacity"=>"565", "tie_line_s"=>"0", "ModifiedDate"=>"1488786643000", "visible_on_printed"=>"1"',21.428833,61.597253 +6617,7592,380,f,Substation,f,'"oid"=>"44153", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488371222000", "ModifiedDate"=>"1488371756000", "visible_on_printed"=>"1"',21.53595,61.214073 +6618,7593,380,f,Substation,f,'"TSO"=>"", "oid"=>"30133", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1488372013000", "visible_on_printed"=>"1"',21.53595,61.127988 +6619,7594,380,f,Substation,f,'"TSO"=>"", "oid"=>"30131", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',22.105865,61.482726 +6620,7596,,t,Brown coal/Lignite,f,'"TSO"=>"", "oid"=>"30161", "country"=>"FI", "visible"=>"1", "capacity"=>"256", "tie_line_s"=>"0", "visible_on_printed"=>"1"',22.304993,60.436897 +6621,7597,380,f,Substation,f,'"TSO"=>"", "oid"=>"30150", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',22.457428,60.520806 +6623,7598,,t,Substation,f,'"TSO"=>"", "oid"=>"35136", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',19.846802,60.12988 +6622,7598,132,f,Substation,f,'"TSO"=>"", "oid"=>"35136", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',19.846802,60.12988 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"tie_line_s"=>"1", "visible_on_printed"=>"1"',11.407928,59.147769 +6630,7608,380,f,Substation,f,'"TSO"=>"", "oid"=>"31449", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"1", "visible_on_printed"=>"1"',12.9776,59.337392 +7824,8920,220,f,joint,,,-0.693512000000002,39.500862 +7351,8378,380,f,joint,,,11.1029266475659,44.9883046875584 +6631,7609,380,f,Substation,f,'"TSO"=>"", "oid"=>"31469", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',15.187225,60.415886 +6632,7610,380,f,Substation,f,'"TSO"=>"", "oid"=>"31470", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',15.441284,60.406393 +6633,7611,220,f,Hydro run of river & pondage,f,'"TSO"=>"", "oid"=>"31526", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.44928,61.408551 +6634,7612,220,f,Substation,f,'"TSO"=>"", "oid"=>"31528", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.637421,60.922424 +6635,7613,220,f,Substation,f,'"TSO"=>"", "oid"=>"31472", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.175995,60.397575 +6636,7614,220,f,Substation,f,'"TSO"=>"", "oid"=>"31473", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',16.512451,60.38672 +6637,7615,380,f,Substation,f,'"TSO"=>"", "oid"=>"31471", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',15.386353,60.052503 +6639,7616,380,f,Substation,f,'"TSO"=>"", "oid"=>"31464", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',15.231171,59.466013 +6638,7616,220,f,Substation,f,'"TSO"=>"", "oid"=>"31464", "country"=>"SE", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',15.231171,59.466013 +6641,7618,380,f,Substation,f,'"TSO"=>"", 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"visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',31.804047,61.93572 +7350,8378,220,f,joint,,,11.1029266475659,44.9883046875584 +6777,7754,220,f,Substation,f,'"TSO"=>"", "oid"=>"31352", "country"=>"RU", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',32.834015,62.182169 +6778,7757,380,f,Substation,f,'"TSO"=>"", "oid"=>"35771", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "ModifiedDate"=>"1488369272000", "visible_on_printed"=>"1"',23.047943,63.797649 +6779,7758,380,f,Substation,f,'"TSO"=>"", "oid"=>"30156", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.963684,64.008479 +6780,7759,380,f,Substation,f,'"TSO"=>"", "oid"=>"30127", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", "tie_line_s"=>"0", "visible_on_printed"=>"1"',24.285278,62.977069 +6781,7760,380,f,Substation,f,'"TSO"=>"", "oid"=>"30128", "country"=>"FI", "visible"=>"1", "capacity"=>"-1", 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b/data/entsoegridkit/converters.csv @@ -0,0 +1,7 @@ +converter_id,bus0,bus1 +2349,1900,1902 +2288,1869,1871 +6342,5544,5545 +2349,1900,1901 +7484,6523,6524 +2349,1901,1902 diff --git a/data/entsoegridkit/generators.csv b/data/entsoegridkit/generators.csv new file mode 100644 index 00000000..9766dc25 --- /dev/null +++ b/data/entsoegridkit/generators.csv @@ -0,0 +1,2583 @@ +generator_id,bus_id,technology,capacity,tags,geometry +1,12,Other or not listed,-1,'"TSO"=>"", "oid"=>"29887", "name"=>"Jeddah", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.69223 21.940498) +2,1,Other or not listed,-1,'"TSO"=>"", "oid"=>"29892", "name"=>"Shoaibah", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.70047 21.594874) +3,3,Other or not listed,-1,'"TSO"=>"", "oid"=>"29891", "name"=>"Taif", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.388489 21.672744) +4,1,Other or not listed,-1,'"TSO"=>"", "oid"=>"29914", "name"=>"Port Sudan", "country"=>"SD", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(37.131042 20.464329) +5,5,Other or not listed,-1,'"TSO"=>"", "oid"=>"29885", "name"=>"Al Madina", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.641418 24.691943) +6,6,Other or not listed,-1,'"TSO"=>"", "oid"=>"29898", "name"=>"Al Munwwarah", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.616699 24.468401) +7,11,Other or not listed,-1,'"TSO"=>"", "oid"=>"29894", "name"=>"Jeddah", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.673004 22.086912) +8,16,Other or not listed,-1,'"TSO"=>"", "oid"=>"29890", "name"=>"Makkah", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.273132 22.015634) +9,18,Other or not listed,0,'"TSO"=>"", "oid"=>"57196", "name"=>"Safaga", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(33.798065 26.781169) +10,24,Other or not listed,-1,'"TSO"=>"", "oid"=>"29886", "name"=>"Rabigh", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.82019 23.514886) +11,25,Other or not listed,-1,'"TSO"=>"", "oid"=>"29901", "name"=>"Ipp", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(39.255524 22.921718) +12,33,Other or not listed,0,'"TSO"=>"", "oid"=>"57194", "name"=>"Nag Hammadi", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.103424 25.781344) +13,44,Mixed fuels,0,'"TSO"=>"", "oid"=>"57045", "name"=>"Asna Power Plant", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "ModifiedDate"=>"1499175640000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.566223 25.367605) +14,48,Hydro mixed pump storage,0,'"TSO"=>"", "oid"=>"57190", "name"=>"Asna", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.828522 25.295613) +15,60,Hydro mixed pump storage,0,'"TSO"=>"", "oid"=>"57192", "name"=>"Aswan Dam 1.2", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.801056 23.968686) +16,63,Hydro mixed pump storage,0,'"TSO"=>"", "oid"=>"57191", "name"=>"High Dam", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.016663 23.840626) +17,72,Fossil fuel,0,'"TSO"=>"", "oid"=>"57807", "name"=>"KUFRA", "country"=>"LY", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "DeletedDate"=>"-2209161600000", "ModifiedDate"=>"1499077431000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.214355 25.258359) +18,74,Fossil fuel,0,'"TSO"=>"", "oid"=>"57717", "name"=>"GENERATION OUBARI", "country"=>"LY", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "DeletedDate"=>"-2209161600000", "ModifiedDate"=>"1499077624000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.998199 26.803235) +19,86,Wind farm,,'"oid"=>"58521", "name"=>"DAKHLA", "country"=>"MA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1499086884000", "ModifiedDate"=>"1499086890000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-15.597839 23.979979) +20,92,Fossil fuel,0,'"TSO"=>"", "oid"=>"57714", "name"=>"LAAYOUNE", "country"=>"MA", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "ModifiedDate"=>"1499086509000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-12.932281 26.802009) +21,94,Other or not listed,-1,'"TSO"=>"", "oid"=>"29897", "name"=>"Hail", "country"=>"SA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.34317 27.966508) +22,95,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"29853", "name"=>"An Nasirriyah", "country"=>"IQ", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.807739 31.394674) +23,96,Other or not listed,0,'"TSO"=>"", "oid"=>"57343", "name"=>"Al''afrsh", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", 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"country"=>"JO", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "ModifiedDate"=>"1504095690000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(35.684967 30.715865) +35,153,Wind farm,117,'"TSO"=>"", "oid"=>"57877", "name"=>"TAFILA WIND ", "country"=>"JO", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "ModifiedDate"=>"1500281933000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.712433 30.693431) +36,154,Wind farm,0,'"TSO"=>"", "oid"=>"57819", "name"=>"AL-RAJIF WIND", "country"=>"JO", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "ModifiedDate"=>"1504095316000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(35.474854 30.130875) +37,157,Solar photovoltaic,0,'"TSO"=>"", "oid"=>"57816", "name"=>"QUWIRA SOLAR", "country"=>"JO", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", 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28.972104) +68,310,Other or not listed,0,'"TSO"=>"", "oid"=>"57382", "name"=>"Kurimat", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "ModifiedDate"=>"1500287844000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.161346 28.800157) +69,319,Other or not listed,0,'"TSO"=>"", "oid"=>"57351", "name"=>"Suez Golf", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.195435 29.180941) +70,237,Other or not listed,0,'"TSO"=>"", "oid"=>"57395", "name"=>"Walidia", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1489968000000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.969086 27.677447) +71,324,Other or not listed,0,'"TSO"=>"", "oid"=>"57240", "name"=>"Assuit Steam", "country"=>"EG", "visible"=>"1", "EIC_code"=>"", "tie_line_s"=>"0", 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Interior", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1570200324000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.84149199999999 39.834905) +657,1757,Hydro run of river & pondage,81,'"TSO"=>"Producer", "oid"=>"35255", "name"=>"Belver", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515757934000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.92526200000001 39.499802) +658,1757,Hydro run of river & pondage,132,'"TSO"=>"Producer", "oid"=>"33450", "name"=>"Fratel", "country"=>"PT", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1570202343000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.771454 39.605688) +659,1757,Phase shifter,-1,'"TSO"=>"REN", "oid"=>"33479", "name"=>"Falagueira", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1515167600000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.68905600000001 39.594049) +660,1779,Hydro run of river & pondage,249,'"TSO"=>"", "oid"=>"33700", "name"=>"Valdecañas", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.667572 39.742042) +661,1757,Solar photovoltaic,50,'"TSO"=>"Producer", "oid"=>"81731", "name"=>"Nisa", "country"=>"PT", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "CreatedDate"=>"1516900020000", "ModifiedDate"=>"1516900138000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.612152 39.594049) +662,1758,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33693", "name"=>"Cedillo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.406158 39.579232) +663,1761,Hydro run of river & pondage,276,'"TSO"=>"", "oid"=>"33671", "name"=>"Saucelle II", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.760712 40.858487) +664,1763,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34047", "name"=>"Ciudad Rodrigo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.503906 40.46889) +665,1765,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33696", "name"=>"Guijo de G.", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.34323099999999 40.089629) +666,1763,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33697", "name"=>"G. y Galan", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.26358 40.279526) +667,1768,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33694", "name"=>"J.M. de Oriol", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.88293500000001 39.79271) +668,1771,Other or not listed,50,'"TSO"=>"", "oid"=>"35601", "name"=>"Vaguados", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.906281 38.961544) +669,1775,Hydro run of river & pondage,131,'"TSO"=>"", "oid"=>"33695", "name"=>"Torrejón", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.27593999999999 39.748378) +670,1776,Other or not listed,1957,'"TSO"=>"", "oid"=>"33699", "name"=>"C.N. Almaraz", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.13723799999999 39.641653) +671,1783,Hydro mixed pump storage,256,'"TSO"=>"Producer", "oid"=>"33540", "name"=>"Alqueva II", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515605477000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.55310100000001 38.17991) +672,1784,Hydro mixed pump storage,254,'"TSO"=>"Producer", "oid"=>"33478", "name"=>"Alqueva", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515605483000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.42950399999999 38.187466) +673,1782,Solar photovoltaic,43,'"TSO"=>"Producer", "oid"=>"81732", "name"=>"Ourika!", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1516900264000", "ModifiedDate"=>"1552475826000", "Internalcomments"=>"connected to VHV network", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.16284199999999 37.675125) +674,1787,Solar photovoltaic,50,'"TSO"=>"Producer", "oid"=>"81326", "name"=>"Ourique", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1516900311000", "ModifiedDate"=>"1578397358000", "Internalcomments"=>"connected to VHV network", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.14773600000001 37.639247) +675,1786,Solar photovoltaic,49,'"TSO"=>"Solar PV", "oid"=>"104513", "name"=>"Cotovio", "country"=>"PT", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "CreatedDate"=>"1552475892000", "ModifiedDate"=>"1552475953000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-8.42926000000001 37.199706) +676,1787,Wind farm,67,'"TSO"=>"Producer", "oid"=>"33449", "name"=>"Malhanito", "country"=>"PT", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1574701678000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.826385 37.301368) +677,1788,Solar photovoltaic,140,'"oid"=>"104913", "name"=>"São Marcos (Ag)", "country"=>"PT", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "CreatedDate"=>"1552475989000", "ModifiedDate"=>"1552476073000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.61764500000001 37.489025) +678,1788,Solar photovoltaic,221,'"TSO"=>"Producer", "oid"=>"81324", "name"=>"Alcoutim", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "CreatedDate"=>"1516899553000", "ModifiedDate"=>"1552475833000", "Internalcomments"=>"connected to VHV", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.63412500000001 37.414891) +679,1799,Nuclear,-1,'"TSO"=>"", "oid"=>"34112", "name"=>"C.Colon", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.12326 37.274053) +680,1799,Other or not listed,-1,'"TSO"=>"", "oid"=>"33714", "name"=>"C.Colon", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.091675 37.213925) +681,1791,Other or not listed,150,'"TSO"=>"", "oid"=>"35599", "name"=>"Alvarado", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.828003 38.736946) +682,1802,Other or not listed,1195,'"TSO"=>"", "oid"=>"35602", "name"=>"Palos", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.679688 37.120906) +684,1817,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34111", "name"=>"Arcos de la Frontera (Norte)", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.69641100000001 36.803787) +685,1908,Hydro run of river & pondage,31,'"oid"=>"90942", "name"=>"Samkuris Tskils Cascade", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388358000", "ModifiedDate"=>"1540456993000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(45.10437 42.297627) +686,1908,Hydro run of river & pondage,35,'"oid"=>"90941", "name"=>"Khadori 1,2,3 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388316000", "ModifiedDate"=>"1540456977000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.233459 42.326062) +687,1824,Hydro run of river & pondage,10,'"oid"=>"90935", "name"=>"Akhmeta HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387556000", "ModifiedDate"=>"1540456888000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.22522 42.149151) +688,1824,Hydro run of river & pondage,20,'"oid"=>"90533", "name"=>"Stori''s HPPs", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387297000", "ModifiedDate"=>"1540456902000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(45.560303 42.171546) +689,1824,Hydro run of river & pondage,10,'"oid"=>"90532", "name"=>"Lopota HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387273000", "ModifiedDate"=>"1540456913000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(45.633087 42.114524) +690,1824,Hydro run of river & pondage,7,'"oid"=>"90934", "name"=>"Shilda 1,2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387179000", "ModifiedDate"=>"1540456924000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.807495 42.069685) +691,1908,Hydro run of river & pondage,5,'"oid"=>"90536", "name"=>"Bochorma PP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387474000", "ModifiedDate"=>"1540456856000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(45.070038 42.002366) +692,1908,Hydro run of river & pondage,7,'"oid"=>"90537", "name"=>"Paldo HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387504000", "ModifiedDate"=>"1540456864000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(45.101624 41.979911) +693,1822,Hydro run of river & pondage,14,'"oid"=>"90535", "name"=>"Satskhenisi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387401000", "ModifiedDate"=>"1540456823000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.185394 41.839897) +694,1822,Hydro run of river & pondage,12,'"oid"=>"90534", "name"=>"Tetrikhevi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387345000", "ModifiedDate"=>"1540456810000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.01236 41.729305) +695,1825,Mixed fuels,250,'"oid"=>"90525", "name"=>"Gardabani 1 CCGT", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385494000", "ModifiedDate"=>"1540455373000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.005493 41.38093) +696,1825,Fossil gas,110,'"oid"=>"90527", "name"=>"Gardabani", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385605000", "ModifiedDate"=>"1540456734000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.111237 41.490063) +697,1825,Mixed fuels,300,'"oid"=>"90528", "name"=>"Gardabani CFPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385644000", "ModifiedDate"=>"1540456699000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.137329 41.440667) +698,1825,Mixed fuels,250,'"oid"=>"90526", "name"=>"Gardabani 2 CCGT", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385546000", "ModifiedDate"=>"1540455351000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.074158 41.376809) +699,1830,Hydro run of river & pondage,34,'"oid"=>"90933", "name"=>"Kakhetis HPPs", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387120000", "ModifiedDate"=>"1540456935000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(45.752563 41.896144) +700,1830,Hydro run of river & pondage,11,'"oid"=>"90932", "name"=>"Alazani HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387076000", "ModifiedDate"=>"1540456945000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(45.832214 41.784625) +701,1832,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31265", "name"=>"Chirkeyskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(46.767426 42.757096) +702,1833,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31039", "name"=>"Irganayskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(46.955566 42.5814) +703,1840,Other or not listed,-1,'"TSO"=>"", "oid"=>"31390", "name"=>"Sochinskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.570007 43.727445) +704,1842,Fossil oil,-1,'"TSO"=>"", "oid"=>"35498", "name"=>"Adlerskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.759521 43.566462) +705,1848,Hydro run of river & pondage,10,'"oid"=>"91717", "name"=>"Sokhumi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540449489000", "ModifiedDate"=>"1540456059000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.723572 43.119029) +706,1851,Other or not listed,-1,'"TSO"=>"", "oid"=>"31025", "name"=>"Nevinnomysskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.834564 44.685254) +707,1854,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31029", "name"=>"Kubanskaya HPP-4", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.899109 44.575796) +708,1856,Hydro run of river & pondage,,'"oid"=>"61318", "name"=>"Zelenchukskaya PSHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500297426000", "ModifiedDate"=>"1500297584000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.981506 44.059959) +709,1857,Hydro run of river & pondage,280,'"oid"=>"91328", "name"=>"Nenskra HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454002000", "ModifiedDate"=>"1540454020000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(41.575012 43.17614) +710,1860,Hydro run of river & pondage,8,'"oid"=>"91733", "name"=>"Kasleti 2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454219000", "ModifiedDate"=>"1540454345000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.706848 43.091958) +711,1865,Hydro run of river & pondage,8,'"oid"=>"91734", "name"=>"Kasleti 1 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454304000", "ModifiedDate"=>"1540454810000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(41.885376 43.102988) +712,1865,Hydro run of river & pondage,122,'"oid"=>"91735", "name"=>"Svaneti HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454382000", "ModifiedDate"=>"1540454815000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.041931 43.1521) +713,1051,Hydro pure storage,106,'"TSO"=>"", "oid"=>"34565", "name"=>"Aslancik HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488282694000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.681244 41.006848) +714,1051,Hydro run of river & pondage,,'"oid"=>"42547", "name"=>"Cevizlik HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488281977000", "ModifiedDate"=>"1488281984000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.766144 40.983008) +715,1858,Mixed fuels,-1,'"TSO"=>"", "oid"=>"31392", "name"=>"Tkvarcheli", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1540448191000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.296234 42.996612) +716,1859,Hydro run of river & pondage,40,'"oid"=>"91718", "name"=>"Vardnili 2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452497000", "ModifiedDate"=>"1540456089000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.441803 42.816559) +717,1859,Hydro run of river & pondage,220,'"oid"=>"91317", "name"=>"Vardnili 1 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540449729000", "ModifiedDate"=>"1540456079000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.473389 42.840731) +718,1859,Hydro run of river & pondage,40,'"oid"=>"91719", "name"=>"Vardnili 3 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452575000", "ModifiedDate"=>"1540456097000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.422577 42.79137) +719,1859,Hydro run of river & pondage,40,'"oid"=>"91720", "name"=>"Vardnili 4 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452595000", "ModifiedDate"=>"1540456104000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.417084 42.764154) +720,1862,Mixed fuels,,'"oid"=>"91714", "name"=>"Enguri HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540448082000", "ModifiedDate"=>"1540449586000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.55304 42.882002) +721,1865,Hydro run of river & pondage,107,'"oid"=>"91716", "name"=>"Khobi 1,2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540448982000", "ModifiedDate"=>"1540456176000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(41.882629 42.990586) +722,1865,Hydro run of river & pondage,32,'"oid"=>"91334", "name"=>"Jonouli 2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454700000", "ModifiedDate"=>"1540454751000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.149048 43.02473) +723,1056,Hydro run of river & pondage,,'"oid"=>"42557", "name"=>"Uzundere-1 HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488283769000", "ModifiedDate"=>"1489038732000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.018829 41.026535) +724,1870,Hydro run of river & pondage,5,'"oid"=>"91320", "name"=>"Kintrisha HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452890000", "ModifiedDate"=>"1540456525000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.809845 41.84092) +725,1871,Converter Station Back-to-back,-1,'"TSO"=>"", "oid"=>"34587", "name"=>"Batumi", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1540449265000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.743927 41.629815) +726,1871,Hydro run of river & pondage,47,'"oid"=>"91323", "name"=>"Khelvachauri HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453323000", "ModifiedDate"=>"1540453351000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.919708 41.580525) +727,1899,Hydro run of river & pondage,115,'"oid"=>"91721", "name"=>"Koromkhed HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452980000", "ModifiedDate"=>"1540456536000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.068024 41.655471) +728,1899,Hydro run of river & pondage,51,'"oid"=>"91322", "name"=>"Kirnati HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453276000", "ModifiedDate"=>"1540453301000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.07489 41.52503) +729,1899,Hydro run of river & pondage,175,'"oid"=>"91722", "name"=>"Shuakhevi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453021000", "ModifiedDate"=>"1540453047000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.182007 41.63392) +730,1899,Hydro run of river & pondage,16,'"oid"=>"91321", "name"=>"Atshesi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453218000", "ModifiedDate"=>"1540456568000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.157288 41.558949) +731,1868,Hydro pure storage,301,'"TSO"=>"", "oid"=>"35710", "name"=>"Borçka HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1557492554000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.557159 41.386082) +732,1872,Hydro pure storage,115,'"TSO"=>"", "oid"=>"34584", "name"=>"Muratlı HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1557491697000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.634064 41.426253) +733,1874,Hydro pure storage,332,'"TSO"=>"", "oid"=>"34494", "name"=>"Artvin HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488270653000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.826324 41.282967) +734,1873,Hydro pure storage,670,'"TSO"=>"", "oid"=>"34418", "name"=>"Deriner HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488270039000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.811218 41.046217) +735,1871,Hydro run of river & pondage,30,'"oid"=>"91723", "name"=>"Machakhela HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453069000", "ModifiedDate"=>"1540467463000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(41.885376 41.496235) +736,1875,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31028", "name"=>"Kubanskaya HPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.514343 44.370987) +737,1888,Hydro run of river & pondage,51,'"oid"=>"91736", "name"=>"Kheledula 3 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454772000", "ModifiedDate"=>"1540454792000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.302856 43.073904) +738,1888,Hydro run of river & pondage,50,'"oid"=>"91329", "name"=>"Mestlachala 1,2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454113000", "ModifiedDate"=>"1540454145000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.436066 43.154103) +739,1888,Hydro run of river & pondage,80,'"oid"=>"91316", "name"=>"Tskhenis", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540448676000", "ModifiedDate"=>"1540456230000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.518463 42.923246) +740,1888,Hydro run of river & pondage,60,'"oid"=>"91330", "name"=>"Sakdari 1", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454498000", "ModifiedDate"=>"1540454543000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.686005 42.94436) +741,1890,Hydro run of river & pondage,50,'"oid"=>"91331", "name"=>"Sakdari 2", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454556000", "ModifiedDate"=>"1540454570000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.84668 42.916206) +742,1889,Hydro run of river & pondage,151,'"oid"=>"91315", "name"=>"Tskils Cascade", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540448608000", "ModifiedDate"=>"1540456243000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.595367 42.789354) +743,1890,Hydro run of river & pondage,100,'"oid"=>"91737", "name"=>"Upper Namakhvani HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454882000", "ModifiedDate"=>"1540454914000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.765656 42.575332) +744,1892,Hydro run of river & pondage,184,'"oid"=>"91318", "name"=>"Vartsikhe''s HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452738000", "ModifiedDate"=>"1540456473000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.352295 42.204107) +745,1870,Hydro run of river & pondage,44,'"oid"=>"91728", "name"=>"Gurla 3 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453610000", "ModifiedDate"=>"1540453624000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.361908 42.05745) +746,1894,Hydro run of river & pondage,48,'"oid"=>"91319", "name"=>"Rioni HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540452780000", "ModifiedDate"=>"1540456482000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.537689 42.2275) +747,1892,Hydro run of river & pondage,333,'"oid"=>"91738", "name"=>"Lower Namakhvani HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454928000", "ModifiedDate"=>"1540454942000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.653046 42.541951) +748,1892,Hydro run of river & pondage,66,'"oid"=>"91739", "name"=>"Gumati 1,2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454966000", "ModifiedDate"=>"1540454987000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.71759 42.444741) +749,1890,Hydro run of river & pondage,111,'"oid"=>"91332", "name"=>"Lajanuri HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454594000", "ModifiedDate"=>"1540456254000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.93869 42.735918) +750,1890,Hydro run of river & pondage,18,'"oid"=>"91333", "name"=>"Lajanuri 1,2,3 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540454633000", "ModifiedDate"=>"1540454662000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(43.091125 42.805477) +751,1890,Hydro run of river & pondage,11,'"oid"=>"91337", "name"=>"Racha HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540456304000", "ModifiedDate"=>"1540456325000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.125458 42.657192) +752,1895,Hydro run of river & pondage,54,'"oid"=>"91313", "name"=>"Rachas''s HPPs", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540447707000", "ModifiedDate"=>"1540456346000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(43.562164 42.621834) +753,1895,Hydro run of river & pondage,206,'"oid"=>"91314", "name"=>"Onis Cascade", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540447756000", "ModifiedDate"=>"1540456359000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(43.505859 42.570276) +754,1896,Hydro run of river & pondage,80,'"oid"=>"91335", "name"=>"Dzevrula HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540455036000", "ModifiedDate"=>"1540455056000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.999115 42.417374) +958,2223,Fossil gas,1184,'"TSO"=>"", "oid"=>"33375", "name"=>"Ravenna", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.247009 44.40043) +755,1895,Hydro run of river & pondage,38,'"oid"=>"91336", "name"=>"Shaori HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540455183000", "ModifiedDate"=>"1540455202000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.140564 42.527784) +756,1870,Hydro run of river & pondage,20,'"oid"=>"91726", "name"=>"Gurla 1 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453520000", "ModifiedDate"=>"1540456507000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.190247 42.013591) +757,1870,Hydro run of river & pondage,20,'"oid"=>"91727", "name"=>"Gurla 2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453574000", "ModifiedDate"=>"1540453589000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.29187 41.950299) +810,1972,Hard coal,118,'"TSO"=>"", "oid"=>"34389", "name"=>"Ereğli TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.517029 41.263356) +758,1870,Hydro run of river & pondage,48,'"oid"=>"91729", "name"=>"Zoti HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453645000", "ModifiedDate"=>"1540453663000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.507477 41.993181) +759,1899,Hydro run of river & pondage,9,'"oid"=>"91725", "name"=>"Skhalta HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453159000", "ModifiedDate"=>"1540453175000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.485504 41.544561) +760,1900,Hydro run of river & pondage,2,'"oid"=>"91324", "name"=>"Kakhareti HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453386000", "ModifiedDate"=>"1540453404000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.82608 41.667783) +761,1899,Hydro run of river & pondage,19,'"oid"=>"91724", "name"=>"Akvareta HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453115000", "ModifiedDate"=>"1540453133000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.261658 41.50035) +762,1081,Hydro pure storage,,'"oid"=>"42951", "name"=>"Kayabeyi ve Akıncı HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488282309000", "ModifiedDate"=>"1488444282000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.743683 41.13833) +763,1896,Hydro run of river & pondage,24,'"oid"=>"91730", "name"=>"Tsablari HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453691000", "ModifiedDate"=>"1540453707000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(42.94281 42.003387) +764,1900,Converter Station Back-to-back,-1,'"TSO"=>"", "oid"=>"34586", "name"=>"Akhaltsikhe", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1540380723000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.130951 41.623655) +765,1909,Hydro run of river & pondage,74,'"oid"=>"91327", "name"=>"Akhaldaba HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453871000", "ModifiedDate"=>"1540453895000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(43.588257 41.925781) +766,1909,Hydro run of river & pondage,21,'"oid"=>"91326", "name"=>"Chitakhevi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453833000", "ModifiedDate"=>"1540453854000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.456421 41.808173) +767,1900,Hydro run of river & pondage,53,'"oid"=>"91732", "name"=>"Mtkvari HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453793000", "ModifiedDate"=>"1540453809000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(43.26828 41.688297) +768,1903,Hydro run of river & pondage,86,'"oid"=>"90514", "name"=>"Paravani HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540381803000", "ModifiedDate"=>"1540456606000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.218842 41.508577) +769,1081,Hydro run of river & pondage,,'"oid"=>"42960", "name"=>"Köroğlu ve Kotanlı HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488285329000", "ModifiedDate"=>"1489039229000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.041687 41.144536) +770,1903,Hydro run of river & pondage,15,'"oid"=>"90925", "name"=>"Akhalkalaki", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540384481000", "ModifiedDate"=>"1540456616000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(43.474274 41.436549) +771,7043,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"35714", "name"=>"Ezminskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.627838 42.772219) +772,7043,Hydro run of river & pondage,,'"oid"=>"90539", "name"=>"Larsi 1 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388067000", "ModifiedDate"=>"1540388090000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.701996 42.702623) +773,1907,Hydro run of river & pondage,,'"oid"=>"90540", "name"=>"Kazbegi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388106000", "ModifiedDate"=>"1540388124000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.717102 42.656182) +774,1907,Hydro run of river & pondage,,'"oid"=>"90937", "name"=>"Bariali HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388144000", "ModifiedDate"=>"1540388156000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.696503 42.599598) +775,1907,Hydro run of river & pondage,10,'"oid"=>"91338", "name"=>"Kvzsheti HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540457089000", "ModifiedDate"=>"1540457110000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.425964 42.513614) +776,1907,Hydro run of river & pondage,5,'"oid"=>"91740", "name"=>"Mleta HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540457121000", "ModifiedDate"=>"1540457134000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.441071 42.419401) +777,1907,Hydro run of river & pondage,8,'"oid"=>"91741", "name"=>"Meneso HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540457147000", "ModifiedDate"=>"1540457163000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.471283 42.309815) +778,1907,Hydro run of river & pondage,10,'"oid"=>"90938", "name"=>"Aragvi 1,2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388179000", "ModifiedDate"=>"1540457030000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.642944 42.511589) +779,1907,Hydro run of river & pondage,15,'"oid"=>"90939", "name"=>"Barisakho HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388225000", "ModifiedDate"=>"1540457020000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.794006 42.439674) +780,1908,Hydro run of river & pondage,8,'"oid"=>"90940", "name"=>"Udzilauri HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540388261000", "ModifiedDate"=>"1540457011000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.815979 42.29458) +781,1908,Hydro run of river & pondage,130,'"oid"=>"90936", "name"=>"Zhinvali HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540387592000", "ModifiedDate"=>"1540456875000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.924469 42.162385) +782,1910,Wind farm,20,'"oid"=>"91731", "name"=>"Gori WPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540453755000", "ModifiedDate"=>"1540455428000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.12384 41.973785) +783,1919,Hydro run of river & pondage,113,'"oid"=>"90919", "name"=>"Khrami 1 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540383853000", "ModifiedDate"=>"1540456654000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.251556 41.420075) +784,1912,Hydro run of river & pondage,16,'"oid"=>"90930", "name"=>"Dzegvi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540386002000", "ModifiedDate"=>"1540456772000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.626465 41.797936) +785,1914,Hydro run of river & pondage,47,'"oid"=>"90530", "name"=>"Metekhi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540386033000", "ModifiedDate"=>"1540456785000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.618225 41.745701) +786,1912,Hydro run of river & pondage,37,'"oid"=>"90929", "name"=>"Zahesi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385966000", "ModifiedDate"=>"1540456796000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.832458 41.815338) +787,1917,Hydro run of river & pondage,18,'"oid"=>"90928", "name"=>"Ortashala HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385916000", "ModifiedDate"=>"1540456759000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.87915 41.602094) +788,1823,Hydro run of river & pondage,20,'"oid"=>"90927", "name"=>"Tbilisi HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385872000", "ModifiedDate"=>"1540456747000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.916229 41.558949) +789,1919,Hydro run of river & pondage,110,'"oid"=>"90520", "name"=>"Khrami 2 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540383918000", "ModifiedDate"=>"1540456666000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.329834 41.341763) +790,1920,Hydro run of river & pondage,16,'"oid"=>"90926", "name"=>"Khrami 3 HPP", "country"=>"GE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1540385831000", "ModifiedDate"=>"1540456678000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(44.568787 41.423164) +791,1925,Hard coal,600,'"TSO"=>"", "oid"=>"35366", "name"=>"Çaylı TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.391327 41.856265) +792,1925,Hydro pure storage,,'"oid"=>"42946", "name"=>"Kargı HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488280894000", "ModifiedDate"=>"1488441087000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.365234 41.072104) +793,1925,Hard coal,1600,'"TSO"=>"", "oid"=>"35368", "name"=>"Sinop TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.775848 41.885921) +794,1925,Hard coal,1000,'"TSO"=>"", "oid"=>"35367", "name"=>"Gerze TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.995575 41.672912) +795,1925,Hydro pure storage,513,'"TSO"=>"", "oid"=>"34469", "name"=>"Boyabat HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488976278000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.937897 41.392264) +796,1926,Hydro pure storage,56,'"TSO"=>"", "oid"=>"34488", "name"=>"Derbent HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488269618000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.796204 41.538394) +797,1926,Hydro pure storage,703,'"TSO"=>"", "oid"=>"34399", "name"=>"Altınkaya HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488270397000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.588837 41.305666) +798,1927,Fossil gas,,'"oid"=>"44117", "name"=>"Samsun OSB", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488352179000", "ModifiedDate"=>"1488352184000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(36.201324 41.216887) +799,1927,Fossil gas,239,'"TSO"=>"", "oid"=>"34489", "name"=>"Cengiz Enerji", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488348078000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(36.513062 41.21792) +800,1933,Other or not listed,-1,'"TSO"=>"", "oid"=>"31277", "name"=>"Dzhubginskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.449402 44.591445) +801,1940,Fossil gas,887,'"TSO"=>"", "oid"=>"34530", "name"=>"OMV Samsun", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488802944000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.082977 41.16108) +802,1137,Hydro run of river & pondage,,'"oid"=>"42552", "name"=>"Kozbükü HES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488282611000", "ModifiedDate"=>"1488282618000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.665253 41.021355) +803,1942,Wind farm,242,'"TSO"=>"Ventus Renew&Verbund", "oid"=>"35639", "name"=>"Rahman", "country"=>"RO", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1518444220000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.324127 44.907441) +804,1947,Wind farm,278,'"TSO"=>"EGPR&CRUCEA WIND FARM", "oid"=>"35776", "name"=>"Stupina", "country"=>"RO", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1518444186000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.45459 44.640323) +805,1948,Wind farm,594,'"TSO"=>"TOMIS TEAM", "oid"=>"31814", "name"=>"Tariverde", "country"=>"RO", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1518444177000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.585052 44.744783) +806,1951,Wind farm,223,'"TSO"=>"", "oid"=>"35199", "name"=>"", "country"=>"RO", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1518444255000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.306274 44.2206) +807,1957,Fossil gas,,'"oid"=>"44116", "name"=>"Esenyurt", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488352082000", "ModifiedDate"=>"1488352089000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.335114 40.986118) +808,1968,Fossil gas,798,'"TSO"=>"", "oid"=>"34438", "name"=>"Adapazari-2", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488454808000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.590057 41.110399) +809,1969,Fossil gas,,'"oid"=>"101318", "name"=>"Balaklavskaya TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549549028000", "ModifiedDate"=>"1549549054000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.638763 44.856842) +811,1974,Hard coal,1360,'"TSO"=>"", "oid"=>"34485", "name"=>"Zetes (Eren) TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488870187000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.59256 41.346918) +812,1972,Fossil fuel,,'"oid"=>"44932", "name"=>"Erdemir", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488457874000", "ModifiedDate"=>"1488457916000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.360474 41.15074) +813,1972,Fossil gas,,'"oid"=>"44934", "name"=>"Erdemir", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488458003000", "ModifiedDate"=>"1489042532000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.640625 41.24374) +814,1975,Hard coal,300,'"TSO"=>"", "oid"=>"34470", "name"=>"Çatalağzı TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.055359 41.391234) +815,1975,Hydro mixed pump storage,-1,'"TSO"=>"", "oid"=>"34471", "name"=>"Çatalağzı", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(32.071838 41.311855) +816,1973,Brown coal/Lignite,1100,'"TSO"=>"", "oid"=>"34486", "name"=>"Amasra TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(32.736511 41.852174) +817,1973,Hard coal,,'"oid"=>"43742", "name"=>"Kardemir TES", "country"=>"TR", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488366771000", "ModifiedDate"=>"1488366776000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.585449 41.17762) +818,7041,Hydro run of river & pondage,1160,'"TSO"=>"Hidroelectrica", "oid"=>"87720", "name"=>"Portile de Fier 1", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1517918013000", "ModifiedDate"=>"1519650927000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.575531 44.714538) +819,1978,Brown coal/Lignite,240,'"TSO"=>"ROMAG TERMO", "oid"=>"31792", "name"=>"Drobeta", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517829800000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.784271 44.78086) +820,1979,Brown coal/Lignite,888,'"TSO"=>"CEO SE ROVINARI", "oid"=>"31764", "name"=>"Rovinari", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517934691000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.152313 44.906469) +821,7025,Hydro run of river & pondage,53,'"TSO"=>"Hidroelectrica", "oid"=>"35474", "name"=>"Gogosu", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517925050000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.523346 44.41024) +822,7039,Hydro run of river & pondage,270,'"TSO"=>"", "oid"=>"35585", "name"=>"Đerdap 2", "country"=>"RS", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517899582000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.549438 44.275688) +823,7025,Hydro run of river & pondage,218,'"TSO"=>"Hidroelectrica", "oid"=>"88517", "name"=>"Portile de Fier 2", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1517923461000", "ModifiedDate"=>"1554990435000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.626343 44.325813) +824,1984,Brown coal/Lignite,1196,'"TSO"=>"CEO SE TURCENI", "oid"=>"31765", "name"=>"Turceni", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517939748000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.35968 44.691112) +825,1986,Brown coal/Lignite,582,'"TSO"=>"CEO SE ISALNITA", "oid"=>"31795", "name"=>"Işalniţa", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517942611000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.745575 44.381784) +826,2009,Hydro pure storage,80,'"TSO"=>"", "oid"=>"33592", "name"=>"Pirot", "country"=>"RS", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488731154000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.627716 43.175138) +827,1991,Nuclear,2000,'"TSO"=>"", "oid"=>"35704", "name"=>"Kozloduy", "country"=>"BG", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.646698 43.789933) +828,1996,Hydro run of river & pondage,463,'"TSO"=>"Hidroelectrica", "oid"=>"31759", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517830215000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.32373 44.771112) +829,1996,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31760", "name"=>"Olt M", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518172401000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.34845 44.746733) +830,1999,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31808", "name"=>"downstream", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518181083000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.375916 44.719417) +831,1997,Brown coal/Lignite,240,'"oid"=>"88520", "name"=>"Craiova 2", "country"=>"RO", "visible"=>"1", "EIC_code"=>"CEO Craiova 2 SE", "tie_line_s"=>"0", "CreatedDate"=>"1517943781000", "ModifiedDate"=>"1518002420000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.947449 44.319918) +832,3228,Hydro run of river & pondage,,'"TSO"=>"TRANSELECTRICA", "oid"=>"31757", "name"=>"downstream", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518181558000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.822235 45.082248) +833,2002,Hydro run of river & pondage,,'"TSO"=>"", "oid"=>"31758", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518181843000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.849701 45.056061) +834,2001,Hydro run of river & pondage,378,'"TSO"=>"Hidroelectrica", "oid"=>"31783", "name"=>"Olt Inf", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518182189000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.598389 44.054038) +835,2001,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31784", "name"=>"downstream", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518182180000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.625854 44.028371) +836,2001,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31785", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518182167000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.654694 44.002694) +837,2015,Fossil gas,75,'"TSO"=>"", "oid"=>"31667", "name"=>"Sofia", "country"=>"BG", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.238831 42.787339) +838,2022,Brown coal/Lignite,630,'"TSO"=>"", "oid"=>"31674", "name"=>"Bobov dol", "country"=>"BG", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.214111 42.384923) +839,2023,Hydro run of river & pondage,240,'"TSO"=>"", "oid"=>"31660", "name"=>"Sestrimo", "country"=>"BG", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.856812 42.474123) +840,2024,Hydro pure pump storage,375,'"TSO"=>"", "oid"=>"31661", "name"=>"Belmeken", "country"=>"BG", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", 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"under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.78778100000001 44.687206) +1014,2414,Wind farm,87,'"TSO"=>"", "oid"=>"32898", "name"=>"Salles Curan", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.672424 44.204851) +1015,2425,Hydro run of river & pondage,447,'"TSO"=>"", "oid"=>"32260", "name"=>"Le Pouget", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.742462 44.0718) +1016,2764,Hydro run of river & pondage,189,'"TSO"=>"", "oid"=>"32313", "name"=>"Pragneres", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.010986000000005 42.759113) +1017,2431,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33657", "name"=>"La Fortunada", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.081023999999998 42.586455) +1018,2433,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34077", "name"=>"C.H. Eriste", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.466919000000002 42.579377) +1019,2436,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33658", "name"=>"Mediano", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.097503999999997 42.331139) +1020,2437,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33951", "name"=>"Grado", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.249938999999998 42.153223) +1021,2435,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33656", "name"=>"C.H. Sesue", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.379028000000001 42.501466) +1022,2438,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34078", "name"=>"P.Suert", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.696258999999999 42.37072) +1023,2440,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33655", "name"=>"Sallente", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.855559999999998 42.61476) +1024,2442,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33653", "name"=>"Tabescán", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.153564 42.642041) +1025,2444,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34076", "name"=>"Pobla de Segur", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.05056799999999 42.225467) +1026,2445,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33654", "name"=>"Tabescán", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.098633 42.496403) +1027,2452,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33707", "name"=>"Mequinenza", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.311737000000004 41.397415) +1028,2456,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33706", "name"=>"Riba Roja", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.477905000000007 41.26955) +1029,2457,Other or not listed,-1,'"TSO"=>"", "oid"=>"33705", "name"=>"Asco", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.525970000000011 41.193123) +1030,2443,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33659", "name"=>"Camarasa", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.822601000000005 41.850128) +1031,2462,Wind farm,-1,'"TSO"=>"", "oid"=>"34216", "name"=>"Wind farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.061554 41.558949) +1032,2467,Other or not listed,-1,'"TSO"=>"", "oid"=>"34083", "name"=>"Foix", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.10000600000001 41.085562) +1033,2470,Hydro run of river & pondage,104,'"TSO"=>"", "oid"=>"35417", "name"=>"Aston", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.50375399999999 42.769195) +1034,2473,Hydro run of river & pondage,93,'"TSO"=>"", "oid"=>"35419", "name"=>"L'' Hospitalet", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.86767600000001 42.613749) +1035,2472,Hydro run of river & pondage,89,'"TSO"=>"", "oid"=>"35418", "name"=>"Orlu", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.98303200000001 42.803462) +1036,2474,Other or not listed,-1,'"TSO"=>"", "oid"=>"34080", "name"=>"Cercs", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.95007299999999 42.200038) +1037,2495,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33660", "name"=>"Vic", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.427979 42.060509) +1038,2477,Wind farm,88,'"TSO"=>"", "oid"=>"37264", "name"=>"Pezilla-la-Rivière", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(2.66555800000001 42.543975) +1039,2493,Substations + Power Plants,-1,'"TSO"=>"", "oid"=>"36001", "name"=>"Barcelona area", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.050323 41.421104) +1040,2493,Other or not listed,-1,'"TSO"=>"", "oid"=>"36002", "name"=>"L''Hospitalet", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.011871 41.301539) +1041,2493,Other or not listed,-1,'"TSO"=>"", "oid"=>"36003", "name"=>"Santa Coloma", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.22473099999999 41.468457) +1042,2503,Hydro pure pump storage,910,'"TSO"=>"", "oid"=>"32287", "name"=>"Montezic poste et centrale", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.92648300000001 44.736979) +1043,2506,Hydro run of river & pondage,132,'"TSO"=>"", "oid"=>"35428", "name"=>"Montpezat", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.11300700000001 44.614912) +1044,2507,Hydro run of river & pondage,109,'"TSO"=>"", "oid"=>"35427", "name"=>"Pied-de-Borne", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(3.97842400000001 44.445546) +1045,2511,Hydro run of river & pondage,95,'"TSO"=>"", "oid"=>"35416", "name"=>"Montahut", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.857819 43.53262) +1046,2526,Hydro run of river & pondage,116,'"TSO"=>"", "oid"=>"35429", "name"=>"Gervans", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.79003900000001 45.025009) +1047,2527,Hydro run of river & pondage,186,'"TSO"=>"", "oid"=>"32290", "name"=>"Bourg-les-Valence", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.81338500000001 44.940501) +1048,2528,Hydro run of river & pondage,222,'"TSO"=>"", "oid"=>"32291", "name"=>"Beauchastel", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.83123799999999 44.754535) +1049,2532,Nuclear,3660,'"TSO"=>"", "oid"=>"32296", "name"=>"Tricastin", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.643097 44.355278) +1050,2534,Nuclear,3660,'"TSO"=>"", "oid"=>"32293", "name"=>"Cruas", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.88204999999999 44.536653) +1051,2535,Hydro run of river & pondage,285,'"TSO"=>"", "oid"=>"32294", "name"=>"Chateauneuf-du-Rhone", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.88891599999999 44.461231) +1052,2543,Hydro run of river & pondage,210,'"TSO"=>"", "oid"=>"32292", "name"=>"Logis- Neuf", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.98230000000001 44.647162) +1053,3663,Fossil oil,173,'"TSO"=>"", "oid"=>"35431", "name"=>"Pont de Claix", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.55221599999999 45.057031) +1054,2544,Hydro run of river & pondage,366,'"TSO"=>"", "oid"=>"32297", "name"=>"Monteynard", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.50415000000001 44.960911) +1055,2537,Hydro run of river & pondage,345,'"TSO"=>"", "oid"=>"32295", "name"=>"Bollene", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.92874100000001 44.323848) +1056,2551,Hydro run of river & pondage,162,'"TSO"=>"", "oid"=>"35425", "name"=>"Avignon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.795532 43.98985) +1057,2551,Hydro run of river & pondage,156,'"TSO"=>"", "oid"=>"35424", "name"=>"Caderousse", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.906769 44.0718) +1058,2552,Fossil oil,1370,'"TSO"=>"", "oid"=>"32312", "name"=>"Aramon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.81338500000001 43.846413) +1059,2554,Hydro run of river & pondage,210,'"TSO"=>"", "oid"=>"32311", "name"=>"Beaucaire", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.69802900000001 43.758201) +1060,2555,Fossil gas,490,'"TSO"=>"", "oid"=>"35420", "name"=>"La Gracieuse", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.79690600000001 43.384092) +1061,2560,Hydro run of river & pondage,93,'"TSO"=>"", "oid"=>"35423", "name"=>"Mallemort", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.25695800000001 43.799845) +1062,2559,Hydro run of river & pondage,96,'"TSO"=>"", "oid"=>"35422", "name"=>"Salon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.167694 43.59929) +1063,2561,Hydro run of river & pondage,141,'"TSO"=>"", "oid"=>"35445", "name"=>"St. Esteve", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.505524 43.656943) +1064,2564,Fossil gas,514,'"TSO"=>"", "oid"=>"32917", "name"=>"Richier", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.930115 43.432977) +1065,2566,Hydro run of river & pondage,159,'"TSO"=>"", "oid"=>"35421", "name"=>"St. Chamas", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.13198899999999 43.483816) +1066,2567,Fossil gas,490,'"TSO"=>"", "oid"=>"32259", "name"=>"Martigues-Ponteau", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.16220100000001 43.329174) +1067,2567,Fossil gas,191,'"TSO"=>"", "oid"=>"35919", "name"=>"Martigues-Ponteau", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.22399899999999 43.346154) +1068,2592,Wind farm,-1,'"TSO"=>"", "oid"=>"34204", "name"=>"Uninsa", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.59890700000001 43.398063) +1069,2595,Other or not listed,513,'"TSO"=>"", "oid"=>"35595", "name"=>"Lada", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.18554700000001 43.178143) +1070,2595,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33723", "name"=>"Tanes", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.985046 43.125043) +1071,2599,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33662", "name"=>"Aguayo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.93585199999999 43.080925) +1072,2609,Other or not listed,-1,'"TSO"=>"", "oid"=>"34227", "name"=>"Zierbana", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.287659 43.419014) +1073,2626,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33663", "name"=>"R. Remolina", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.25833099999999 42.875964) +1074,2627,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33963", "name"=>"Guardo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.015259 42.810514) +1075,2630,Other or not listed,-1,'"TSO"=>"", "oid"=>"33666", "name"=>"Velilla", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.85733 42.936318) +1076,2663,Other or not listed,-1,'"TSO"=>"", "oid"=>"33661", "name"=>"G.Barcina", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.43185399999999 42.827639) +1077,2664,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34035", "name"=>"Sobrón", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.257446 42.832674) +1078,2663,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34036", "name"=>"G.Barcina", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.43734700000001 42.798424) +1079,2683,Other or not listed,-1,'"TSO"=>"", "oid"=>"34228", "name"=>"Pasajes", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.25082399999999 43.302196) +1080,2703,Solar photovoltaic,230,'"TSO"=>"", "oid"=>"37258", "name"=>"Constantin", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.655059999999993 44.620777) +1081,2733,Wind farm,799,'"TSO"=>"", "oid"=>"34201", "name"=>"Arrúbal", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-1.972046 42.331139) +1082,2741,Wind farm,-1,'"TSO"=>"", "oid"=>"34202", "name"=>"Wind farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.194519 41.71598) +1083,2744,Wind farm,-1,'"TSO"=>"", "oid"=>"34203", "name"=>"Wind farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.72048999999999 41.032751) +1084,2751,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33959", "name"=>"Tudela", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-1.66168200000001 41.932933) +1085,2763,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33954", "name"=>"Biescas II", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.453186 42.608695) +1086,2790,Other or not listed,1102,'"TSO"=>"", "oid"=>"33704", "name"=>"Teruel", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.339203000000008 41.014102) +1087,2795,Other or not listed,-1,'"TSO"=>"", "oid"=>"33689", "name"=>"Sabón", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.62289399999999 43.321181) +1088,2797,Other or not listed,-1,'"TSO"=>"", "oid"=>"33690", "name"=>"Meirama", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.675079 43.169129) +1089,2793,Wind farm,-1,'"TSO"=>"", "oid"=>"34206", "name"=>"Wind Farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.99368300000001 43.060861) +1090,2802,Wind farm,-1,'"TSO"=>"", "oid"=>"34207", "name"=>"Wind Farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.036255 42.812529) +1091,2860,Wind farm,263,'"TSO"=>"Producer", "oid"=>"35274", "name"=>"Alto Minho", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1574700569000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.506165 42.015632) +1092,2811,Biomass,61,'"TSO"=>"Producer", "oid"=>"35275", "name"=>"Portucel Viana", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1545298534000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.76159699999999 41.684194) +1093,2820,Fossil gas,990,'"TSO"=>"Producer", "oid"=>"73314", "name"=>"", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1515435502000", "ModifiedDate"=>"1545298699000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.513031 41.046217) +1094,2820,Hydro run of river & pondage,117,'"TSO"=>"Producer", "oid"=>"33465", "name"=>"Crestuma", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515607519000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.525391 40.985082) +1095,2826,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33722", "name"=>"Eume", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.933502 43.560491) +1096,2826,Other or not listed,-1,'"TSO"=>"", "oid"=>"33688", "name"=>"P.G. Rodriguez", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.02963300000001 43.423004) +1097,2831,Wind farm,-1,'"TSO"=>"", "oid"=>"34205", "name"=>"Wind Farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.216644 43.43896) +1098,2832,Hydro run of river & pondage,50,'"TSO"=>"", "oid"=>"33652", "name"=>"Sanzo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.160339 43.216186) +1099,2834,Hydro run of river & pondage,595,'"TSO"=>"", "oid"=>"33685", "name"=>"La Barca", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.635742 43.136068) +1100,2835,Hydro run of river & pondage,255,'"TSO"=>"", "oid"=>"33686", "name"=>"Salas", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.347351 43.301196) +1102,2839,Other or not listed,-1,'"TSO"=>"", "oid"=>"33687", "name"=>"Grado", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.03424100000001 43.34116) +1103,2843,Other or not listed,-1,'"TSO"=>"", "oid"=>"34039", "name"=>"Ferreros", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.995789 43.144084) +1104,2845,Other or not listed,604,'"TSO"=>"", "oid"=>"34038", "name"=>"Soto de Ribera", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.67718499999999 43.244202) +1105,2845,Hydro run of river & pondage,432,'"TSO"=>"", "oid"=>"35594", "name"=>"Soto de Ribera", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.73349000000001 43.160114) +1106,2846,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33684", "name"=>"Portodemouros", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.14773600000001 42.781291) +1107,2851,Wind farm,-1,'"TSO"=>"", "oid"=>"34208", "name"=>"Wind Farms", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.136749 42.567242) +1108,2852,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33681", "name"=>"Belesar", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.741241 42.625876) +1109,2853,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34042", "name"=>"P.E.S. Cando", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.42514 42.49539) +1110,2807,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34043", "name"=>"P.e. Suido", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.42514 42.342305) +1111,2856,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33691", "name"=>"Albarellos", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.16833500000001 42.440688) +1112,2860,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33692", "name"=>"Montouto", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.29193099999999 42.128784) +1113,2852,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33680", "name"=>"Belesar", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.78930700000001 42.528796) +1114,2861,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33682", "name"=>"Velle", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.88543699999999 42.331139) +1115,2865,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33683", "name"=>"Cartelle", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.01727299999999 42.253934) +1116,2864,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33679", "name"=>"S. Esteban", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.69043 42.408249) +1117,2871,Hydro run of river & pondage,55,'"TSO"=>"", "oid"=>"33677", "name"=>"Santiago", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.112274 42.312862) +1118,2874,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33673", "name"=>"Conso", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.36358600000001 42.130821) +1119,2873,Hydro run of river & pondage,325,'"TSO"=>"", "oid"=>"33676", "name"=>"P.Bibey", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.19192499999999 42.22445) +1120,2875,Hydro run of river & pondage,63,'"TSO"=>"", "oid"=>"33674", "name"=>"S.Agustin", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.13149999999999 42.154241) +1121,2876,Hydro pure storage,630,'"TSO"=>"Producer", "oid"=>"35279", "name"=>".", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515608255000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.323517 41.963575) +1122,2880,Phase shifter,-1,'"TSO"=>"REN", "oid"=>"33520", "name"=>"Pedralva", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515167709000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.32214399999999 41.596959) +1123,2881,Hydro mixed pump storage,125,'"TSO"=>"Producer", "oid"=>"33459", "name"=>"V.das Furnas", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1574701297000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.21365399999999 41.724181) +1124,2881,Hydro pure storage,62,'"TSO"=>"Producer", "oid"=>"33461", "name"=>"Caniçada", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515663652000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.235626 41.663679) +1125,2881,Hydro mixed pump storage,220,'"TSO"=>"Producer", "oid"=>"35280", "name"=>"Salamonde II", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1528821216000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.12439000000001 41.68522) +1126,2882,Hydro mixed pump storage,191,'"TSO"=>"Producer", "oid"=>"33518", "name"=>"Frades", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1528821552000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.009033 41.661627) +1127,2883,Wind farm,104,'"TSO"=>"Producer", "oid"=>"35278", "name"=>"Terra Fria", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1574701254000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.94998199999999 41.757996) +1128,2882,Hydro pure storage,144,'"TSO"=>"Producer", "oid"=>"33460", "name"=>"Vila Nova", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1574701259000", "Internalcomments"=>"inclui CPL (Paradela)", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.988434 41.705729) +1129,2883,Hydro mixed pump storage,780,'"TSO"=>"Producer", "oid"=>"33462", "name"=>"Frades II", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1578396831000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.948608 41.668809) +1130,2883,Hydro mixed pump storage,68,'"TSO"=>"Producer", "oid"=>"33458", "name"=>"A.Rabagão", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1574701175000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.866211 41.739553) +1131,2886,Hydro pure storage,114,'"TSO"=>"Producer", "oid"=>"100515", "name"=>"Daivões", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1549276668000", "ModifiedDate"=>"1574700983000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.90741 41.539422) +1132,2887,Hydro mixed pump storage,880,'"TSO"=>"Producer", "oid"=>"100513", "name"=>"Gouvães", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1549276390000", "ModifiedDate"=>"1574700788000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.82363900000001 41.554839) +1133,2880,Wind farm,106,'"TSO"=>"Producer", "oid"=>"35277", "name"=>"T.A. Fafe", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1552476619000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.22738599999999 41.50035) +1134,2892,Hydro mixed pump storage,140,'"TSO"=>"Producer", "oid"=>"33464", "name"=>"", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1545298683000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.24111899999999 41.082457) +1135,2895,Hydro run of river & pondage,201,'"TSO"=>"Producer", "oid"=>"33463", "name"=>"", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1545298664000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.16833500000001 41.055538) +1136,2896,Wind farm,166,'"TSO"=>"Producer", "oid"=>"35276", "name"=>"Alto Coutada", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1515510934000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.88268999999999 41.338669) +1137,2898,Hydro run of river & pondage,180,'"TSO"=>"Producer", "oid"=>"33457", "name"=>"Régua", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515607498000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.75085399999999 41.184855) +1138,2902,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33672", "name"=>"Soutelo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.413025 41.941106) +1139,2900,Hydro pure storage,160,'"TSO"=>"Producer", "oid"=>"100514", "name"=>"Alto Tâmega", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1549276489000", "ModifiedDate"=>"1574700869000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-7.72338899999999 41.614416) +1140,2903,Hydro mixed pump storage,251,'"TSO"=>"Producer", "oid"=>"35273", "name"=>"Foz Tua", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517909699000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.454224 41.318044) +1141,2904,Hydro pure storage,58,'"TSO"=>"Producer", "oid"=>"33456", "name"=>"Tabuaço", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517909814000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.56546 41.111434) +1142,2904,Hydro run of river & pondage,240,'"TSO"=>"Producer", "oid"=>"33455", "name"=>"", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1545298723000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.413025 41.210688) +1143,2905,Wind farm,70,'"TSO"=>"", "oid"=>"35391", "name"=>"Bornes", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1552476668000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.07244900000001 41.488006) +1144,2905,Hydro mixed pump storage,153,'"TSO"=>"Producer", "oid"=>"35388", "name"=>"Baixo Sabor", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515691848000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.04360999999999 41.270582) +1145,2907,Hydro run of river & pondage,186,'"TSO"=>"Producer", "oid"=>"33454", "name"=>"Pocinho", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515668842000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.09442099999999 41.110399) +1146,2908,Other or not listed,-1,'"TSO"=>"", "oid"=>"33947", "name"=>"Anllares", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.73461900000001 42.844758) +1147,2911,Other or not listed,-1,'"TSO"=>"", "oid"=>"33948", "name"=>"Compostilla II", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.777191 42.701614) +1148,2915,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34040", "name"=>"Rioscuro", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.41052200000001 42.966472) +1149,2915,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33664", "name"=>"Las Ondinas", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.334991 42.843751) +1150,2914,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33966", "name"=>"Peñadrada", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.469574 42.790362) +1151,2909,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33678", "name"=>"La Lomba", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.767578 42.519687) +1152,2920,Hydro run of river & pondage,72,'"TSO"=>"", "oid"=>"33675", "name"=>"Prada", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.94473299999999 42.232585) +1153,2926,Other or not listed,-1,'"TSO"=>"", "oid"=>"33665", "name"=>"Villameca", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.912018 42.790362) +1154,2932,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33721", "name"=>"Valparaiso", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.44760100000001 41.841943) +1155,2936,Hydro run of river & pondage,820,'"TSO"=>"", "oid"=>"35571", "name"=>"Aldeadávila II", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.80191 41.036895) +1156,1760,Hydro run of river & pondage,254,'"TSO"=>"", "oid"=>"33670", "name"=>"Saucelle I", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.75796500000001 40.981972) +1157,2937,Hydro run of river & pondage,191,'"TSO"=>"Producer", "oid"=>"33453", "name"=>"Bemposta II", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515412671000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.51489300000001 41.332482) +1158,2939,Hydro run of river & pondage,195,'"TSO"=>"Producer", "oid"=>"35271", "name"=>"Picote", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515412695000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.330872 41.428313) +1159,2940,Substations + Power Plants,-1,'"TSO"=>"Producer", "oid"=>"33503", "name"=>"Bemposta", "country"=>"PT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515167972000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.50116000000001 41.374748) +1160,2940,Hydro run of river & pondage,240,'"TSO"=>"Producer", "oid"=>"35270", "name"=>"", "country"=>"PT", "visible"=>"1", "powerType"=>"", "tie_line_s"=>"0", "ModifiedDate"=>"1545298747000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.432495 41.372686) +1161,2943,Hydro run of river & pondage,881,'"TSO"=>"", "oid"=>"35334", "name"=>"Villarino", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.48605299999999 41.249935) +1162,2941,Hydro run of river & pondage,432,'"TSO"=>"", "oid"=>"35572", "name"=>"Aldeadávila II", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.62750199999999 41.233413) +1163,2945,Hydro run of river & pondage,369,'"TSO"=>"Producer", "oid"=>"72914", "name"=>"Miranda", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1515173462000", "ModifiedDate"=>"1515173491000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.317139 41.544561) +1164,2946,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"33668", "name"=>"Castro", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.20452899999999 41.634947) +1165,2950,Hydro run of river & pondage,245,'"TSO"=>"Producer", "oid"=>"35272", "name"=>"Picote II", "country"=>"PT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1515412707000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.30615199999999 41.467428) +1166,2951,Hydro run of river & pondage,881,'"TSO"=>"", "oid"=>"33667", "name"=>"Villalcampo", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.185303 41.356196) +1167,2949,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"34016", "name"=>"Zamora", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.898285 41.474631) +1168,2952,Other or not listed,120,'"TSO"=>"", "oid"=>"35598", "name"=>"Santiz", "country"=>"ES", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.78567499999999 41.200356) +1169,2970,Other or not listed,-1,'"TSO"=>"", "oid"=>"37105", "name"=>"Astrakhanskaya CCPP-235", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(47.910004 46.16937) +1170,2971,Other fossil fuels,-1,'"TSO"=>"", "oid"=>"35155", "name"=>"Atyrau", "country"=>"KZ", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(49.21875 46.406617) +1171,2973,Other or not listed,-1,'"TSO"=>"", "oid"=>"35716", "name"=>"Luhanska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1516715514000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.385986 48.582967) +1172,2984,Other or not listed,-1,'"TSO"=>"", "oid"=>"31356", "name"=>"Eksperimental''naya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.894104 47.742094) +1173,2989,Other or not listed,-1,'"TSO"=>"", "oid"=>"31007", "name"=>"Novocherkasskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.947662 47.461523) +1174,2996,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31014", "name"=>"Tsimlyanskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.107849 47.663538) +1175,2997,Other or not listed,-1,'"TSO"=>"", "oid"=>"31292", "name"=>"Volgodonskaya CHPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.121582 47.52091) +1176,3009,Other or not listed,-1,'"TSO"=>"", "oid"=>"31018", "name"=>"Stavropol''skaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.785126 45.219775) +1177,3013,Nuclear,-1,'"TSO"=>"", "oid"=>"31016", "name"=>"Rostovskaya NPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(42.437439 47.410432) +1178,3022,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"35715", "name"=>"Volzhskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.822845 48.784247) +1179,3025,Other or not listed,-1,'"TSO"=>"", "oid"=>"31240", "name"=>"Volgogradskaya CHPP-3", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(44.870911 48.317908) +1180,3036,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31903", "name"=>"Serednyodniprovska HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1499947421000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.687958 48.594776) +1181,3041,Nuclear,-1,'"TSO"=>"", "oid"=>"31926", "name"=>"Zaporizka NPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.576721 47.494009) +1182,3043,Other or not listed,-1,'"TSO"=>"", "oid"=>"31927", "name"=>"Zaporizka TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.674225 47.385334) +1183,3046,Other or not listed,-1,'"TSO"=>"", "oid"=>"31915", "name"=>"Prydniprovska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.467987 48.347123) +1184,3040,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31932", "name"=>"Dnipro HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.216675 47.805776) +1185,3060,Other fossil fuels,-1,'"TSO"=>"", "oid"=>"31979", "name"=>"Simpheropolska CHPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516632673000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.795319 45.119084) +1215,3235,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31904", "name"=>"Dnistrovska HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.312012 48.553887) +1186,3061,Fossil gas,,'"oid"=>"100920", "name"=>"Tavricheskaya TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549548633000", "ModifiedDate"=>"1549548653000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.990326 45.28938) +1187,3075,Other or not listed,-1,'"TSO"=>"", "oid"=>"31933", "name"=>"Slavyanska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.578735 48.844836) +1188,3081,Other or not listed,-1,'"TSO"=>"", "oid"=>"31949", "name"=>"Kurakhivska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.192841 47.957743) +1189,3094,Other or not listed,-1,'"TSO"=>"", "oid"=>"31946", "name"=>"Vuglegirska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.06076 48.406414) +1190,3097,Other or not listed,-1,'"TSO"=>"", "oid"=>"31962", "name"=>"Myronivska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.328552 48.331604) +1191,3103,Other or not listed,-1,'"TSO"=>"", "oid"=>"31947", "name"=>"Zuivska TPP-2", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.202209 47.867538) +1192,3104,Other or not listed,-1,'"TSO"=>"", "oid"=>"31948", "name"=>"Starobeshivska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.056641 47.747635) +1193,3136,Other or not listed,-1,'"TSO"=>"", "oid"=>"31274", "name"=>"Krasnodarskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.06601 45.186876) +1194,3138,Other or not listed,-1,'"TSO"=>"", "oid"=>"31816", "name"=>"Ladyzhynska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.282684 48.7109) +1195,3142,Other or not listed,-1,'"TSO"=>"", "oid"=>"31685", "name"=>"CET-1", "country"=>"MD", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.016266 47.162641) +1196,3143,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31687", "name"=>"DGES", "country"=>"MD", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.106903 47.247543) +1197,3142,Other or not listed,-1,'"TSO"=>"", "oid"=>"31686", "name"=>"CET-2", "country"=>"MD", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.137115 47.078539) +1198,3145,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31987", "name"=>"Tashlyk HPSPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.905914 48.086336) +1199,3160,Wind farm,33,'"TSO"=>"", "oid"=>"35478", "name"=>"", "country"=>"RO", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1518444162000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.115143 45.127805) +1200,7048,Other or not listed,-1,'"TSO"=>"", "oid"=>"35703", "name"=>"CERS Moldova", "country"=>"MD", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.749603 46.620204) +1201,7031,Nuclear,-1,'"TSO"=>"", "oid"=>"35727", "name"=>"Pivdennoukrainska NPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.534882 48.359899) +1202,3175,Other or not listed,-1,'"TSO"=>"", "oid"=>"31822", "name"=>"Kryvorizka TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.622284 47.631156) +1203,3182,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31823", "name"=>"Kakhovska HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.278961 46.794419) +1204,3059,Solar,,'"oid"=>"61713", "name"=>"SPP Perovo", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1500282946000", "ModifiedDate"=>"1500283016000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.65799 45.324151) +1205,3200,Hydro run of river & pondage,57,'"TSO"=>"TRANSELECTRICA", "oid"=>"31801", "name"=>"Munteni", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488893258000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.802124 46.918379) +1206,3200,Hydro run of river & pondage,95,'"TSO"=>"Hidroelectrica", "oid"=>"31697", "name"=>"Remeţi", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517831735000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.846069 46.824496) +1207,3200,Hydro run of river & pondage,215,'"TSO"=>"Hidroelectrica", "oid"=>"31802", "name"=>"Mărişelu", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517831666000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.181152 46.713502) +1208,7069,Brown coal/Lignite,930,'"TSO"=>"ELECTROCENTRALE DEVA", "oid"=>"31692", "name"=>"Mintia", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517930484000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.811737 45.9053) +1209,3210,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31787", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518180469000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.085022 45.674523) +1210,3210,Hydro run of river & pondage,159,'"TSO"=>"Hidroelectrica", "oid"=>"31788", "name"=>"Râul Mare d.s.", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1519218089000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.116608 45.647648) +1211,3210,Hydro run of river & pondage,-1,'"TSO"=>"Hidroelectrica", "oid"=>"31789", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518180491000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.149567 45.619801) +1212,3209,Hydro run of river & pondage,210,'"TSO"=>"Hidroelectrica", "oid"=>"31691", "name"=>"Retezat", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517829608000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.806244 45.52463) +1213,3215,Hydro run of river & pondage,38,'"TSO"=>"Hidroelectrica", "oid"=>"31761", "name"=>"Motru", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517829705000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.157806 45.208166) +1214,3211,Hydro run of river & pondage,149,'"TSO"=>"Hidroelectrica", "oid"=>"31790", "name"=>"Şugag", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517931774000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.630219 45.784764) +1216,3212,Hydro run of river & pondage,149,'"TSO"=>"Hidroelectrica", "oid"=>"31791", "name"=>"Gâlceag", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517931875000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.613739 45.663966) +1217,3215,Brown coal/Lignite,133,'"TSO"=>"ELECTROCENTRALE PAROSENI", "oid"=>"31807", "name"=>"Paroşeni", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517933993000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.208618 45.326082) +1218,3216,Hydro run of river & pondage,104,'"TSO"=>"Hidroelectrica", "oid"=>"31762", "name"=>"Tismana", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517829710000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.204498 45.144273) +1219,3217,Fossil gas,563,'"TSO"=>"ROMGAZ", "oid"=>"31693", "name"=>"Iernut", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518182304000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.217987 46.485156) +1220,3224,Hydro run of river & pondage,509,'"TSO"=>"Hidroelectrica", "oid"=>"31754", "name"=>"Lotru", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518024600000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.01886 45.394593) +1221,3226,Hydro run of river & pondage,99,'"TSO"=>"Hidroelectrica", "oid"=>"31809", "name"=>"Brădişor", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518024508000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.102631 45.350215) +1222,1995,Brown coal/Lignite,178,'"TSO"=>"CET GOVORA", "oid"=>"31763", "name"=>"Govora", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517830437000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.204254 45.178165) +1223,3222,Hydro run of river & pondage,,'"TSO"=>"", "oid"=>"31810", "name"=>"downstream", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518181171000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.889526 45.848891) +1224,3222,Hydro run of river & pondage,159,'"TSO"=>"TRANSELECTRICA", "oid"=>"35475", "name"=>"Olt S", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488892447000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.936218 45.871844) +1225,3253,Hydro run of river & pondage,,'"TSO"=>"", "oid"=>"35476", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518181185000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.981537 45.890008) +1226,3227,Hydro run of river & pondage,219,'"TSO"=>"Hidroelectrica", "oid"=>"31755", "name"=>"Vidraru", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518026181000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.645081 45.36083) +1227,3228,Hydro run of river & pondage,200,'"TSO"=>"Hidroelectrica", "oid"=>"31756", "name"=>"Argeş", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1519218148000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.792023 45.109393) +1228,3228,Hydro run of river & pondage,50,'"TSO"=>"Hidroelectrica", "oid"=>"31750", "name"=>"Clăbucet", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517830361000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.079041 45.367584) +1229,3241,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31985", "name"=>"Dnistrovska HPSPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.500153 48.506597) +1230,3247,Fossil gas,,'"TSO"=>"Municipiul Iasi", "oid"=>"31696", "name"=>"Iaşi 1", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518444402000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.351837 47.247543) +1231,3247,Fossil gas,92,'"TSO"=>"Veolia Energie Romania", "oid"=>"35200", "name"=>"Iaşi 2", "country"=>"RO", "visible"=>"1", "EIC_code"=>"30WIAS2IASC----S", "tie_line_s"=>"0", "ModifiedDate"=>"1517492759000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.420502 47.191579) +1232,3246,Other or not listed,-1,'"TSO"=>"", "oid"=>"31684", "name"=>"CET Nord", "country"=>"MD", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.050842 47.769791) +1233,3251,Hydro run of river & pondage,143,'"TSO"=>"Hidroelectrica", "oid"=>"31694", "name"=>"Stejaru", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518029814000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.157074 46.925883) +1234,3252,Hydro run of river & pondage,242,'"TSO"=>"Hidroelectrica", "oid"=>"31737", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518173667000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.49765 46.786897) +1235,3252,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31738", "name"=>"Bistrita Ds.", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518173670000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.533356 46.763384) +1236,3252,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"35477", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517828893000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.560822 46.739861) +1237,3264,Hydro run of river & pondage,77,'"TSO"=>"Hidroelectrica", "oid"=>"31700", "name"=>"Buzau", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517830735000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.5979 45.346354) +1238,3260,Fossil oil,,'"TSO"=>"SE BORZESTI", "oid"=>"31742", "name"=>"Borzeşti", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518442552000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.075806 46.26724) +1239,3260,Hydro run of river & pondage,191,'"TSO"=>"Hidroelectrica", "oid"=>"31739", "name"=>" ", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1517828485000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.299652 46.218802) +1240,3260,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31740", "name"=>"Siret Ds", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518173620000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.333984 46.19219) +1241,3260,Hydro run of river & pondage,,'"TSO"=>"Hidroelectrica", "oid"=>"31741", "name"=>"", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518173623000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.372437 46.167468) +1242,3267,Fossil gas,349,'"TSO"=>"ELECTROCENTRALE GALATI", "oid"=>"31745", "name"=>"Galaţi", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518169754000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(28.017883 45.497684) +1243,3270,Other or not listed,,'"TSO"=>"CEO SE BRAILA", "oid"=>"31744", "name"=>"Brăila", "country"=>"RO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1519217989000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(27.929993 45.156864) +1244,3275,Fossil gas,276,'"TSO"=>"", "oid"=>"35322", "name"=>"PPC Bratislava", "country"=>"SK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488381460000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.162018 48.174328) +1245,3277,Nuclear,1000,'"TSO"=>"SE", "oid"=>"44530", "name"=>"Jaslovské Bohunice", "country"=>"SK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488381776000", "ModifiedDate"=>"1514994651000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.648163 48.483846) +1246,3280,Fossil gas,430,'"TSO"=>"", "oid"=>"31424", "name"=>"PPC Malženice", "country"=>"SK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488381477000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.797852 48.434668) +1247,3282,Hydro run of river & pondage,720,'"TSO"=>"VV", "oid"=>"35688", "name"=>"VE Gabčíkovo", "country"=>"SK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514995361000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.539673 47.882276) 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"visible_on_printed"=>"1"',POINT(13.164368 48.681894) +1292,3395,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"30231", "name"=>"Kachlet", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.213806 48.566612) +1293,3398,Hydro run of river & pondage,102,'"TSO"=>"", "oid"=>"32022", "name"=>"Braunau", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.904816 48.161505) +1294,3398,Hydro run of river & pondage,80.69999695,'"TSO"=>"", "oid"=>"32023", "name"=>"Egglfing", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.146515 48.364461) +1295,3404,Hydro run of river & pondage,72.90000153,'"TSO"=>"E.ON Netz GmbH", "oid"=>"30229", "name"=>"Ering", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.249512 48.408238) +1296,3400,Brown 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"under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.059998 47.400208) +1305,3405,Biomass,100,'"TSO"=>"", "oid"=>"35244", "name"=>"Lenzing", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.470612 47.969698) +1306,3405,Fossil gas,589,'"TSO"=>"", "oid"=>"32101", "name"=>"Timelkam", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.62854 47.949466) +1307,3465,Hydro run of river & pondage,61,'"TSO"=>"", "oid"=>"32060", "name"=>"Sölk", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.787842 47.360223) +1308,3439,Hydro pure pump storage,104,'"TSO"=>"", "oid"=>"35246", "name"=>"Hintermuhr", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.796082 47.130885) +1309,3389,Hydro pure pump storage,231,'"TSO"=>"", "oid"=>"32048", 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+1387,3518,Fossil gas,436,'"TSO"=>"", "oid"=>"32899", "name"=>"Croix-de- Metz", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.88317899999999 48.620201) +1388,3561,Hydro run of river & pondage,141,'"TSO"=>"", "oid"=>"35408", "name"=>"Gertsheim", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.72888200000001 48.357162) +1389,3564,Hydro run of river & pondage,141,'"TSO"=>"", "oid"=>"32276", "name"=>"Vogelgrun", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.48992899999999 48.075326) +1390,3562,Hydro run of river & pondage,167,'"TSO"=>"", "oid"=>"32275", "name"=>"Rhinau", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.575073 48.20088) +1391,3563,Hydro run of river & pondage,155,'"TSO"=>"", "oid"=>"35407", "name"=>"Marckolsheim", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.57370000000001 48.133101) +1392,3569,Hydro run of river & pondage,98,'"TSO"=>"", "oid"=>"35443", "name"=>"Gambsheim", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.90603599999999 48.731738) +1393,3570,Hydro run of river & pondage,147,'"TSO"=>"", "oid"=>"32274", "name"=>"Strasbourg", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.75085399999999 48.496588) +1394,3573,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"37293", "name"=>"Iffezheim", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.12576299999999 48.810481) +1395,3583,Nuclear,1760,'"TSO"=>"", "oid"=>"30573", "name"=>"Fessenheim", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.52563500000001 47.843579) +1396,3581,Hydro pure pump storage,175,'"TSO"=>"", "oid"=>"35406", "name"=>"Fessenheim", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.56408699999999 47.878592) +1397,3582,Hydro run of river & pondage,156,'"TSO"=>"", "oid"=>"32315", "name"=>"Ottmarsheim", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.510529 47.751328) +1398,3584,Hydro run of river & pondage,151,'"TSO"=>"", "oid"=>"32314", "name"=>"Kembs", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.450104 47.600607) +1399,3596,Hydro pure pump storage,980,'"TSO"=>"EnBW/Amprion", "oid"=>"30250", "name"=>"Wehr", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516882304000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.934875 47.651513) +1400,3597,Hydro pure pump storage,360,'"TSO"=>"EnBW/Amprion", "oid"=>"35527", "name"=>"Säckingen", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1556272794000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.977448 47.599681) +1401,3599,Hydro mixed pump storage,144,'"TSO"=>"Amprion/EnBW", "oid"=>"30249", "name"=>"Häusern", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516888788000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.11065700000001 47.786403) +1402,3599,Hydro mixed pump storage,220,'"TSO"=>"Amprion/EnBW", "oid"=>"30248", "name"=>"Witznau", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516888770000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.10791000000001 47.732858) +1403,3603,Nuclear,1220,'"TSO"=>"", "oid"=>"34351", "name"=>"Leibstadt", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.08731100000001 47.547799) +1404,3601,Hydro mixed pump storage,152,'"TSO"=>"Amprion/EnBW", "oid"=>"35528", "name"=>"Waldshut", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516888749000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.17520100000001 47.619124) +1405,3620,Nuclear,730,'"TSO"=>"", "oid"=>"34355", "name"=>"Beznau", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.33175699999999 47.525547) +1406,3607,Nuclear,1010,'"TSO"=>"", "oid"=>"34354", "name"=>"Gösgen", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.88406400000001 47.325792) +1407,3609,Hydro run of river & pondage,106,'"TSO"=>"", "oid"=>"37302", "name"=>"Laufenburg", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.05023200000001 47.461523) +1408,3630,Hydro run of river & pondage,285,'"TSO"=>"", "oid"=>"32277", "name"=>"Vouglans", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.718384 46.448266) +1409,3634,Hydro run of river & pondage,98,'"TSO"=>"", "oid"=>"32922", "name"=>"Verbois", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.11526500000001 46.17888) +1410,3646,Hydro pure pump storage,240,'"TSO"=>"", "oid"=>"34244", "name"=>"Veytaux", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.85272200000001 46.468133) +1411,3648,Hydro mixed pump storage,170,'"TSO"=>"", "oid"=>"34245", "name"=>"Bâtiaz", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.889801 46.1532) +1412,3651,Hydro run of river & pondage,405,'"TSO"=>"", "oid"=>"35442", "name"=>"Genissiat", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.90103099999999 46.048455) +1413,3653,Hydro run of river & pondage,92,'"TSO"=>"", "oid"=>"35441", "name"=>"Chautagne", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.80215499999999 45.908167) +1414,3654,Hydro run of river & pondage,91,'"TSO"=>"", "oid"=>"35439", "name"=>"Brens", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.793915 45.639968) +1415,3659,Hydro pure pump storage,485,'"TSO"=>"", "oid"=>"35186", "name"=>"Le Cheylas", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.87356599999999 45.400379) +1416,3672,Hydro run of river & pondage,124,'"TSO"=>"", "oid"=>"35438", "name"=>"Randens", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.233368 45.512121) +1417,3674,Hydro pure pump storage,-1,'"TSO"=>"", "oid"=>"32299", "name"=>"Grand Maison", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.16058299999999 45.114238) +1418,3680,Hydro run of river & pondage,104,'"TSO"=>"", "oid"=>"35440", "name"=>"Passy", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.628876 45.906255) +1419,3676,Hydro run of river & pondage,546,'"TSO"=>"", "oid"=>"32303", "name"=>"La Bathie", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.561584 45.710015) +1420,3681,Hydro run of river & pondage,190,'"TSO"=>"", "oid"=>"32301", "name"=>"Vallorcine", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.92138699999999 46.016039) +1421,3683,Hydro run of river & pondage,298,'"TSO"=>"", "oid"=>"32302", "name"=>"Malgovert", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.909027 45.626524) +1422,3685,Hydro run of river & pondage,320,'"TSO"=>"", "oid"=>"32304", "name"=>"La Coche", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.56982399999999 45.467836) +1423,3686,Hydro run of river & pondage,116,'"TSO"=>"", "oid"=>"35437", "name"=>"Hermillon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.43798799999999 45.296143) +1424,3687,Hydro run of river & pondage,145,'"TSO"=>"", "oid"=>"32305", "name"=>"La Saussaz II", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.37207 45.135555) +1425,3691,Hydro run of river & pondage,96,'"TSO"=>"", "oid"=>"35436", "name"=>"Les Brevieres", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.970825 45.55541) +1426,3692,Hydro run of river & pondage,87,'"TSO"=>"", "oid"=>"32307", "name"=>"Aussois", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.70028700000001 45.300973) +1427,3693,Hydro run of river & pondage,480,'"TSO"=>"", "oid"=>"35435", "name"=>"Villarodin", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.825256 45.190748) +1428,3696,Nuclear,373,'"TSO"=>"", "oid"=>"34243", "name"=>"Mühleberg", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.322388 46.984) +1429,3649,Hydro pure storage,225,'"TSO"=>"", "oid"=>"34248", "name"=>"Riddes", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.082062 46.175076) +1430,3704,Hydro pure storage,1644,'"TSO"=>"", "oid"=>"34249", "name"=>"Chamoson", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.46109 46.230203) +1431,3708,Hydro pure storage,240,'"TSO"=>"", "oid"=>"34238", "name"=>"Innertkirchen", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.018646 46.667345) +1432,3712,Hydro mixed pump storage,113,'"TSO"=>"", "oid"=>"35194", "name"=>"Handeck", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.32077000000001 46.653207) +1433,3713,Hydro pure storage,331,'"TSO"=>"", "oid"=>"34251", "name"=>"Bitsch", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.937622 46.408511) +1434,3715,Hydro pure storage,180,'"TSO"=>"", "oid"=>"34250", "name"=>"Stalden", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516870041000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.748108 46.225453) +1435,3711,Hydro mixed pump storage,311,'"TSO"=>"", "oid"=>"34237", "name"=>"Grimsel", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.201294 46.54186) +1436,3723,Hydro pure storage,138,'"TSO"=>"", "oid"=>"34246", "name"=>"Fionnay FMM", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.301788 46.015085) +1437,3724,Hydro mixed pump storage,150,'"TSO"=>"", "oid"=>"33085", "name"=>"Valpelline", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.29629500000001 45.805829) +1438,3727,Hydro pure storage,300,'"TSO"=>"", "oid"=>"34247", "name"=>"Fionnay GD", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.484436 46.033203) +1439,3733,Fossil oil,2008,'"TSO"=>"", "oid"=>"33090", "name"=>"Turbigo", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.25485199999999 45.598666) +1440,3730,Fossil oil,446,'"TSO"=>"", "oid"=>"33361", "name"=>"Leyni", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.757721 45.390735) +1441,3736,Fossil gas,1512,'"TSO"=>"", "oid"=>"33086", "name"=>"Chivasso", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.96646099999999 45.274886) +1442,3739,Fossil gas,815,'"TSO"=>"", "oid"=>"33335", "name"=>"Trino", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.194427 45.212036) +1443,3744,Fossil oil,265,'"TSO"=>"EnBW", "oid"=>"35526", "name"=>"Marbach DT 3", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516888588000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.10903900000001 48.909865) +1444,3750,Hard coal,450,'"TSO"=>"EnBW", "oid"=>"35529", "name"=>"Altbach", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516888170000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.179077 48.69368) +1445,3750,Hard coal,325,'"TSO"=>"EnBW", "oid"=>"30537", "name"=>"Altbach", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516888181000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.20791599999999 48.661943) +1446,3789,Hydro pure storage,94,'"TSO"=>"", "oid"=>"32057", "name"=>"Walgauwerk", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516272467000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.68170199999999 47.171044) +1447,3790,Hydro mixed pump storage,232,'"TSO"=>"", "oid"=>"32056", "name"=>"Lünersee", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516185751000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.76547200000001 47.068251) +1448,3795,Nuclear,1288,'"TSO"=>"Amprion", "oid"=>"35605", "name"=>"Gundremmingen C", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.355988 48.518424) +1449,3795,Nuclear,1284,'"TSO"=>"Amprion", "oid"=>"30227", "name"=>"Gundremmingen B", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.511169 48.56025) +1450,3787,Hydro pure storage,74,'"TSO"=>"", "oid"=>"32058", "name"=>"Langenegg", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516185926000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.93438700000001 47.464308) +1451,3903,Hydro run of river & pondage,392,'"TSO"=>"", "oid"=>"32053", "name"=>"Kaunertal", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.513916 47.050476) +1452,3810,Hydro run of river & pondage,89,'"TSO"=>"", "oid"=>"32052", "name"=>"Imst", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.605927 47.281092) +1453,3812,Hydro run of river & pondage,500,'"TSO"=>"", "oid"=>"32051", "name"=>"Silz", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.012421 47.227962) +1454,3814,Hydro pure pump storage,289,'"TSO"=>"", "oid"=>"32050", "name"=>"Kühtai", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.048126 47.090696) +1455,3816,Hydro pure storage,160,'"TSO"=>"", "oid"=>"35196", "name"=>"Göschenen", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.46771199999999 46.626806) 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"visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.458099 46.370622) +1461,3827,Hydro pure storage,124,'"TSO"=>"", "oid"=>"34254", "name"=>"Bavona", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.48007200000001 46.31279) +1462,3832,Hydro pure storage,146,'"TSO"=>"", "oid"=>"34252", "name"=>"Verbano", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.580322 46.198844) +1463,3829,Hydro run of river & pondage,1120,'"TSO"=>"", "oid"=>"33091", "name"=>"Roncovalgrande", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.44985999999999 46.109422) +1464,3830,Hydro pure storage,104,'"TSO"=>"", "oid"=>"35126", "name"=>"Cavergno", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.728638 46.292867) 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"tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.24499499999999 46.662632) +1470,3848,Hydro pure storage,220,'"TSO"=>"", "oid"=>"34233", "name"=>"Bärenburg", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.25598099999999 46.549417) +1471,3852,Hydro mixed pump storage,180,'"TSO"=>"", "oid"=>"35195", "name"=>"Ferrera", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.31366 46.494611) +1472,3856,Hydro mixed pump storage,210,'"TSO"=>"", "oid"=>"33078", "name"=>"Lanzada", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.470215 46.241602) +1473,3857,Hydro mixed pump storage,150,'"TSO"=>"", "oid"=>"33079", "name"=>"Sondrio", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.479828 46.115134) +1474,3859,Hydro pure storage,95,'"TSO"=>"", "oid"=>"34256", "name"=>"Löbbia", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.63638300000001 46.441642) +1475,3860,Hydro pure storage,100,'"TSO"=>"", "oid"=>"34257", "name"=>"Castasegna", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.55261199999999 46.313739) +1476,3875,Fossil gas,1271,'"TSO"=>"", "oid"=>"33342", "name"=>"Ferrera Erbognone", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.714905 45.128773) +1477,3887,Fossil gas,2003,'"TSO"=>"", "oid"=>"33089", "name"=>"Tavazzano", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.253235 45.392664) +1478,3890,Fossil gas,1125,'"TSO"=>"", "oid"=>"33088", "name"=>"La Casella", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.44824199999999 45.207199) +1479,3892,Hydro mixed pump storage,493,'"TSO"=>"", "oid"=>"32055", "name"=>"Rodund I + II", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516185964000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.92889399999999 46.997114) +1480,3892,Hydro pure storage,156,'"TSO"=>"", "oid"=>"32054", "name"=>"Vermunt", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1547021490000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.986572 46.934323) +1481,3892,Hydro mixed pump storage,,'"oid"=>"97713", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1547020451000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.986572 46.934323) +1482,3892,Hydro mixed pump storage,772,'"TSO"=>"", "oid"=>"35251", "name"=>"Kops I + II", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.136261 46.963385) +1483,3892,Hydro mixed pump storage,360,'"oid"=>"98515", "name"=>"Obervermut II", "country"=>"AT", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1547139866000", "ModifiedDate"=>"1547139880000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.103302 46.894924) +1484,3893,Hydro pure storage,288,'"TSO"=>"", "oid"=>"34232", "name"=>"Pradella", "country"=>"CH", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.287323 46.848921) +1485,3899,Hydro mixed pump storage,240,'"TSO"=>"", "oid"=>"33080", "name"=>"Premadio", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.350494 46.43975) +1486,3899,Hydro mixed pump storage,465,'"TSO"=>"", "oid"=>"33092", "name"=>"Grosio", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.224152 46.38957) +1487,3899,Hydro run of river & pondage,1280,'"TSO"=>"", "oid"=>"33099", "name"=>"Edolo", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.37796 46.371569) +1488,3901,Hydro run of river & pondage,620,'"TSO"=>"", "oid"=>"33100", "name"=>"S. Fiorano", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.474091 46.143686) +1489,3904,Hydro mixed pump storage,120,'"TSO"=>"", "oid"=>"33084", "name"=>"Lana", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.921783 46.67771) +1490,3919,Hydro mixed pump storage,130,'"TSO"=>"", "oid"=>"33081", "name"=>"Torbole", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.747375 45.877581) +1491,3920,Fossil oil,646,'"TSO"=>"", "oid"=>"33352", "name"=>"Mincio", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.630646 45.388806) +1492,3926,Fossil oil,985,'"TSO"=>"", "oid"=>"33348", "name"=>"Mantova", "country"=>"IT", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.001434 45.251688) +1493,3939,Nuclear,3620,'"TSO"=>"", "oid"=>"32258", "name"=>"Chinon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.407866999999988 47.338823) +1494,3974,Fossil oil,258,'"TSO"=>"", "oid"=>"32884", "name"=>"Arrighi", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.540588 48.772483) +1495,3975,Other or not listed,561,'"TSO"=>"", "oid"=>"32269", "name"=>"Vaires", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.66967800000001 48.821333) +1496,3985,Nuclear,1830,'"TSO"=>"", "oid"=>"32261", "name"=>"St. Laurent", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(1.67541500000001 47.575599) +1497,3991,Nuclear,3560,'"TSO"=>"", "oid"=>"32279", "name"=>"Dampierre", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.58728 47.718077) +1498,3997,Nuclear,2990,'"TSO"=>"", "oid"=>"32280", "name"=>"Civaux", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(0.738830999999988 46.505954) +1499,4012,Hydro run of river & pondage,293,'"TSO"=>"", "oid"=>"32284", "name"=>"Le Chastang", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.07092300000001 45.113269) +1500,4016,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"32283", "name"=>"L''Aigle", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.28790299999999 45.268121) +1501,4018,Hydro run of river & pondage,235,'"TSO"=>"", "oid"=>"32285", "name"=>"Bort", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.462311 45.505384) +1502,4018,Hydro run of river & pondage,120,'"TSO"=>"", "oid"=>"35414", "name"=>"St-Pierre-Mareges", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.485657 45.396521) +1503,4018,Hydro run of river & pondage,146,'"TSO"=>"", "oid"=>"35415", "name"=>"Mareges", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.48703000000001 45.334771) +1504,4022,Fossil oil,374,'"TSO"=>"", "oid"=>"35403", "name"=>"Montereau", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(2.82897900000001 48.385442) +1505,4029,Nuclear,2620,'"TSO"=>"", "oid"=>"32853", "name"=>"Nogent-sur-Seine", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(3.65707400000001 48.427378) +1506,4035,Nuclear,2620,'"TSO"=>"", "oid"=>"32278", "name"=>"Belleville", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(3.09951799999999 47.603385) +1507,4056,Wind farm,78,'"TSO"=>"", "oid"=>"35410", "name"=>"Epizon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.31875599999999 48.316081) +1508,4071,Fossil gas,-1,'"TSO"=>"", "oid"=>"35617", "name"=>"Les Morandes", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(3.44558699999999 46.412298) +1509,4109,Hydro run of river & pondage,81,'"TSO"=>"", "oid"=>"35434", "name"=>"Pierre Benite", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.69802900000001 45.654368) +1510,4121,Nuclear,2670,'"TSO"=>"", "oid"=>"32289", "name"=>"St. Alban", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.60464499999999 45.337667) +1511,4123,Hydro run of river & pondage,161,'"TSO"=>"", "oid"=>"35430", "name"=>"Sablons", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(4.798279 45.24202) +1512,4134,Nuclear,3580,'"TSO"=>"", "oid"=>"32300", "name"=>"Bugey", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.4039 45.800084) +1513,4139,Fossil oil,170,'"TSO"=>"", "oid"=>"35404", "name"=>"Dirinon", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.39178499999999 48.380882) +1514,4145,Fossil oil,304,'"TSO"=>"", "oid"=>"32897", "name"=>"Brennilis", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.70788600000001 48.355336) +1515,4156,Hydro run of river & pondage,240,'"TSO"=>"", "oid"=>"32918", "name"=>"Rance", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.17254600000001 48.618385) +1516,4165,Fossil gas,446,'"TSO"=>"", "oid"=>"35405", "name"=>"Grandes-Rivières", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.12173500000001 47.295997) +1517,4173,Fossil oil,2530,'"TSO"=>"", "oid"=>"32281", "name"=>"Cordemais Poste", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-1.84844999999999 47.211173) +1518,4211,Nuclear,3640,'"TSO"=>"", "oid"=>"32282", "name"=>"Le Blayais", "country"=>"FR", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.623474000000009 45.140399) +1519,4222,Other or not listed,-1,'"TSO"=>"", "oid"=>"35021", "name"=>"Orskaya CHPP-1", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(58.367615 51.274803) +1520,4227,Other or not listed,-1,'"TSO"=>"", "oid"=>"35721", "name"=>"Iriklinskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1549883269000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(59.269867 51.912932) +1521,4256,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31066", "name"=>"Saratovskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(47.756195 52.053335) +1522,7071,Nuclear,-1,'"TSO"=>"", "oid"=>"35726", "name"=>"Balakovskaya NPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(48.442841 52.016163) +1523,4309,Nuclear,-1,'"TSO"=>"", "oid"=>"35719", "name"=>"Kurskaya NPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1512643052000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.879974 51.684477) +1524,4391,Other or not listed,-1,'"TSO"=>"", "oid"=>"31916", "name"=>"Kremenchutska CHPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.763733 49.078364) +1525,4317,Other or not listed,-1,'"TSO"=>"", "oid"=>"31984", "name"=>"CHPP-5", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(35.967865 49.990084) +1526,4320,Other or not listed,-1,'"TSO"=>"", "oid"=>"35718", "name"=>"Zmyivska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1512642955000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(36.282349 49.615159) +1527,4344,Nuclear,-1,'"TSO"=>"", "oid"=>"35717", "name"=>"Novovoronezhskaya NPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1500293150000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.152527 51.424902) +1528,4352,Other or not listed,-1,'"TSO"=>"", "oid"=>"31587", "name"=>"Mozirskaja TEC", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.387054 51.982343) +1529,4371,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31911", "name"=>"Kyivska HPSPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.205536 50.673835) +1530,4372,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31910", "name"=>"Kyivska HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.521393 50.64946) +1531,4372,Other or not listed,-1,'"TSO"=>"", "oid"=>"31909", "name"=>"CHPP-6", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.580444 50.474113) +1532,4375,Other or not listed,-1,'"TSO"=>"", "oid"=>"31817", "name"=>"CHPP-5", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.569458 50.271788) +1533,4376,Other or not listed,-1,'"TSO"=>"", "oid"=>"31826", "name"=>"Trypilska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.70816 50.128502) +1534,4382,Other or not listed,-1,'"TSO"=>"", "oid"=>"31818", "name"=>"Chernigivska CHPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.198425 51.524125) +1535,4386,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31825", "name"=>"Kanivska HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.574707 49.682735) +1536,4388,Other or not listed,-1,'"TSO"=>"", "oid"=>"31907", "name"=>"Cherkaska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.23938 49.460984) +1537,4390,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31824", "name"=>"Kremenchutska HPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.285828 49.075665) +1538,4393,Wind farm,51,'"oid"=>"54915", "name"=>"LUBARTÓW", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1491308173000", "ModifiedDate"=>"1515166413000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.572784 51.481383) +1539,4394,Fossil gas,226,'"TSO"=>"", "oid"=>"35545", "name"=>"LUBLIN-WROTKÓW CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162854000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.673035 51.231828) +1540,4399,Other or not listed,-1,'"TSO"=>"", "oid"=>"31626", "name"=>"Berjezovskaja GRES", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.121613 52.425035) +1541,7059,Other or not listed,-1,'"TSO"=>"", "oid"=>"35687", "name"=>"Dobrotvirska TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.130096 50.424269) +1542,4421,Other or not listed,-1,'"TSO"=>"", "oid"=>"31820", "name"=>"Burshtyn TPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.515991 49.258843) +1543,4424,Other or not listed,-1,'"TSO"=>"", "oid"=>"31819", "name"=>"Kalysh CHPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.399261 49.05857) +1544,4429,Nuclear,-1,'"TSO"=>"", "oid"=>"31827", "name"=>"Rivnenska NPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.798645 51.273085) +1545,4436,Nuclear,-1,'"TSO"=>"", "oid"=>"35686", "name"=>"Khmelnytska NPP", "country"=>"UA", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.417999 50.346337) +1546,4445,Brown coal/Lignite,432,'"TSO"=>"", "oid"=>"35471", "name"=>"PĄTNÓW II", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515157282000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.179626 52.361345) +1547,4445,Brown coal/Lignite,1156,'"TSO"=>"", "oid"=>"30837", "name"=>"PĄTNÓW", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515157267000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.179626 52.332822) +1548,4447,Biomass,50,'"TSO"=>"", "oid"=>"35752", "name"=>"KONIN", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515079267000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.224945 52.210131) +1549,4449,Wind farm,51,'"TSO"=>"", "oid"=>"35754", "name"=>"PĄGÓW", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166831000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.422943 51.208604) +1550,4450,Hard coal,242,'"TSO"=>"", "oid"=>"35541", "name"=>"WROCŁAW CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515157971000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.059021 51.02153) +1551,4452,Brown coal/Lignite,556,'"TSO"=>"", "oid"=>"35536", "name"=>"ADAMÓW", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515161282000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.440552 52.027149) +1552,4459,Brown coal/Lignite,4983,'"TSO"=>"", "oid"=>"30846", "name"=>"BEŁCHATÓW", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515157188000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.346924 51.314305) +1553,4466,Hydro pure pump storage,650,'"TSO"=>"ČEZ", "oid"=>"29926", "name"=>"Dlouhé Stránĕ", "country"=>"CZ", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517828423000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.046661 50.157546) +1554,4451,Hard coal,1419,'"TSO"=>"", "oid"=>"30941", "name"=>"OPOLE", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515158067000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.962646 50.728632) +1555,4451,Hard coal,1674,'"TSO"=>"", "oid"=>"37285", "name"=>"OPOLE", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162341000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(18.023071 50.706025) +1556,4497,Hard coal,163,'"TSO"=>"Veolia Energie ČR", "oid"=>"88514", "name"=>"Třebovice", "country"=>"CZ", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1517919225000", "ModifiedDate"=>"1517919316000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.235931 49.836211) +1557,4474,Hard coal,208,'"TSO"=>"", "oid"=>"35544", "name"=>"CHORZÓW 2 CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515159679000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.907471 50.364737) +1558,4476,Hard coal,1637,'"TSO"=>"", "oid"=>"30839", "name"=>"RYBNIK", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515158118000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.572388 50.150506) +1559,4478,Hard coal,740,'"TSO"=>"ČEZ", "oid"=>"29964", "name"=>"Dětmarovice", "country"=>"CZ", "visible"=>"1", "powerType"=>"Production unit", "tie_line_s"=>"0", "ModifiedDate"=>"1517919195000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.491364 49.871628) +1560,4480,Hard coal,1042,'"TSO"=>"", "oid"=>"30840", "name"=>"ŁAZISKA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515158162000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(18.903351 50.094155) +1561,4483,Hard coal,627,'"TSO"=>"", "oid"=>"30841", "name"=>"ŁAGISZA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515159611000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.107971 50.351595) +1562,4489,Hard coal,846,'"TSO"=>"", "oid"=>"37286", "name"=>"JAWORZNO III", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162440000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(19.224701 50.088869) +1563,4489,Hard coal,1208,'"TSO"=>"", "oid"=>"30844", "name"=>"JAWORZNO III", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515158206000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.279633 50.088869) +1564,4496,Hard coal,490,'"TSO"=>"", "oid"=>"30845", "name"=>"SIERSZA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515159570000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.522705 50.195364) +1565,4504,Hydro pure pump storage,540,'"TSO"=>"", "oid"=>"30842", "name"=>"PORĄBKA ŻAR", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166861000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.342804 49.79279) +1566,4506,Hydro mixed pump storage,200,'"oid"=>"44531", "name"=>"PVE Liptovská Mara", "country"=>"SK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488383240000", "ModifiedDate"=>"1488383278000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.47876 49.115231) +1567,4511,Hard coal,327,'"TSO"=>"", "oid"=>"35508", "name"=>"ŻERAŃ CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162557000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.045685 52.257231) +1568,4511,Fossil gas,485,'"oid"=>"72913", "name"=>"ŻERAŃ CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1515160719000", "ModifiedDate"=>"1515160908000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(21.099243 52.232846) +1569,4513,Hard coal,539,'"TSO"=>"", "oid"=>"35509", "name"=>"SIEKIERKI CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515079157000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.134949 52.150344) +1570,4522,Wind farm,82.5,'"TSO"=>"", "oid"=>"37244", "name"=>"KORYTNICA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166503000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.614227 52.324429) +1571,4523,Hard coal,3720,'"TSO"=>"", "oid"=>"30848", "name"=>"KOZIENICE", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162385000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.584015 51.641885) +1572,4517,Wind farm,60,'"TSO"=>"", "oid"=>"35918", "name"=>"IŁŻA II", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166470000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.255798 51.119041) +1573,4529,Hard coal,288,'"TSO"=>"", "oid"=>"30843", "name"=>"SKAWINA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515161466000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.827576 49.977722) +1574,4528,Hard coal,392,'"TSO"=>"", "oid"=>"37268", "name"=>"KRAKÓW ŁĘG CHP", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515161836000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.962158 50.05273) +1575,4535,Hydro mixed pump storage,92,'"TSO"=>"", "oid"=>"35519", "name"=>"NIEDZICA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166925000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(20.095367 49.465447) +1576,4535,Hydro pure pump storage,735,'"TSO"=>"SE", "oid"=>"31399", "name"=>"PVE Čierny Váh", "country"=>"SK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514994225000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(19.956665 48.965794) +1577,4534,Hydro pure storage,56,'"TSO"=>"", "oid"=>"35520", "name"=>"ROŻNÓW", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166899000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(20.787506 49.656961) +1578,4537,Hard coal,1537,'"TSO"=>"", "oid"=>"30850", "name"=>"POŁANIEC", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162606000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.262665 50.421644) +1579,4537,Biomass,208,'"TSO"=>"", "oid"=>"35753", "name"=>"POŁANIEC", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162665000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.209106 50.40064) +1580,4540,Hard coal,314,'"TSO"=>"", "oid"=>"30851", "name"=>"STALOWA WOLA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162259000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.096252 50.5143) +1581,4540,Fossil gas,453,'"TSO"=>"", "oid"=>"37287", "name"=>"STALOWA WOLA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515162199000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(22.096252 50.490716) +1582,4541,Wind farm,68,'"oid"=>"55314", "name"=>"ŁAŃCUT", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1491307968000", "ModifiedDate"=>"1515166876000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.281647 50.064192) +1583,4546,Hydro mixed pump storage,198,'"TSO"=>"", "oid"=>"35521", "name"=>"SOLINA", "country"=>"PL", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1515166913000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.497253 49.217597) +1584,4555,Brown coal/Lignite,900,'"TSO"=>"Amprion", "oid"=>"30205", "name"=>"Schkopau", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.942139 51.395778) +1585,4560,Brown coal/Lignite,2427,'"TSO"=>"50Hertz Transmission GmbH", "oid"=>"30204", "name"=>"Lippendorf", "country"=>"DE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.484589 51.316881) +1586,5704,Hard coal,276,'"TSO"=>"50Hertz Transmission GmbH", "oid"=>"30535", "name"=>"Wilmersdorf", 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"name"=>"Cowes", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514894780000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-1.237335 50.726024) +1786,5273,Wind farm,400,'"oid"=>"89713", "name"=>"Rampion Wind farm", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1521649101000", "ModifiedDate"=>"1521649247000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.216980000000004 50.714722) +1787,5285,Wind farm,38,'"TSO"=>"", "oid"=>"33064", "name"=>"Clahane", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.68170199999999 52.181511) +1788,5285,Wind farm,,'"oid"=>"41722", "name"=>"Trien", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488211560000", "ModifiedDate"=>"1488211564000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.52789300000001 52.242097) +1789,5285,Wind farm,0,'"TSO"=>"", "oid"=>"35983", "name"=>"Athea", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.28619399999999 52.272359) +1791,5286,Wind farm,59.20000076,'"TSO"=>"", "oid"=>"35118", "name"=>"Garrow", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.31778000000001 52.0432) +1792,5287,Wind farm,81,'"TSO"=>"", "oid"=>"33058", "name"=>"Coomagearlahy", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.228516 51.891749) +1793,5287,Wind farm,29.79999924,'"TSO"=>"", "oid"=>"33057", "name"=>"Glanlee", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-9.391937 51.817954) +1794,5288,Wind farm,65,'"TSO"=>"", "oid"=>"33068", "name"=>"Boggeragh", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488280906000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.860474 51.981497) +1795,5289,Hydro run of river & pondage,19,'"TSO"=>"", "oid"=>"33040", "name"=>"Inniscarra", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.620148 51.861228) +1796,5288,Hydro run of river & pondage,8,'"TSO"=>"", "oid"=>"33039", "name"=>"Carrigadrohid", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.77532999999999 51.805218) +1797,5289,Fossil gas,85,'"TSO"=>"", "oid"=>"33045", "name"=>"Marina", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.55560299999999 51.75934) +1798,5293,Wind farm,20,'"oid"=>"41721", "name"=>"Woodhouse", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488211527000", "ModifiedDate"=>"1488212636000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.81402600000001 52.088789) +1799,5292,Fossil gas,437,'"TSO"=>"", "oid"=>"33063", "name"=>"Whitegate", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.26309200000001 51.776338) +1800,5293,Fossil gas,960,'"TSO"=>"", "oid"=>"35117", "name"=>"Aghada", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.981567 51.866316) +1801,5292,Fossil gas,-1,'"TSO"=>"", "oid"=>"33008", "name"=>"Glanagow", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.08044400000001 51.79078) +1802,5295,Fossil gas,431,'"TSO"=>"", "oid"=>"33009", "name"=>"Great Island", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488212888000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.89117399999999 52.331143) +1803,5301,Other or not listed,-1,'"TSO"=>"", "oid"=>"35072", "name"=>"Chelyabinskaya CHPP-3", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1549891370000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(62.030182 54.775346) +1804,5302,Other or not listed,-1,'"TSO"=>"", "oid"=>"35044", "name"=>"Yuzhno-Ural''skaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(62.090607 54.295691) +1805,5325,Fossil gas,,'"oid"=>"102114", "name"=>"Chelyabinskaya CHPP-4", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549891238000", "ModifiedDate"=>"1549891262000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(61.524811 54.845781) +1806,5327,Other or not listed,-1,'"TSO"=>"", "oid"=>"37112", "name"=>"Yuzhno-Ural''skaya TPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(61.652527 54.497163) +1807,7044,Other or not listed,-1,'"TSO"=>"", "oid"=>"35720", "name"=>"Troitskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(61.846161 54.090812) +1808,5340,Hard coal,-1,'"TSO"=>"", "oid"=>"31320", "name"=>"Nizhnekamskaya CHPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(51.429749 55.775028) +1809,5344,Hard coal,-1,'"TSO"=>"", "oid"=>"31081", "name"=>"Zainskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(52.14386 55.436805) +1810,5346,Hard coal,-1,'"TSO"=>"", "oid"=>"31321", "name"=>"Naberezhno-Chelninskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(52.436371 55.750304) +1811,5362,Fossil gas,,'"oid"=>"101715", "name"=>"Zatonskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549887906000", "ModifiedDate"=>"1549887925000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.149994 55.374429) +1812,5364,Other or not listed,-1,'"TSO"=>"", "oid"=>"35083", "name"=>"Ufimskaya CHPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.431519 55.215707) +1813,5372,Other or not listed,-1,'"TSO"=>"", "oid"=>"35085", "name"=>"Novo-Sterlitamakskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.302429 53.865486) +1814,5374,Fossil gas,,'"oid"=>"101714", "name"=>"Novo-Salavatskaya CCGT", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549887254000", "ModifiedDate"=>"1549887293000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.450745 53.383328) +1815,5376,Other or not listed,-1,'"TSO"=>"", "oid"=>"35086", "name"=>"Kumertauskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.284576 53.081652) +1816,5399,Hard coal,-1,'"TSO"=>"", "oid"=>"31346", "name"=>"Ul''yanovskaya CHPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(49.276428 54.791185) +1817,5406,Hard coal,-1,'"TSO"=>"", "oid"=>"31341", "name"=>"VAZ CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(49.320374 53.800651) +1818,5410,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31093", "name"=>"Zhigulevskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(49.713135 53.448807) +1819,5419,Other or not listed,-1,'"TSO"=>"", "oid"=>"31206", "name"=>"Shaturskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1549974555000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.519196 55.576792) +1820,5420,Other or not listed,-1,'"TSO"=>"", "oid"=>"31127", "name"=>"Ryazanskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(39.598846 54.183334) +1821,5459,Other or not listed,-1,'"TSO"=>"", "oid"=>"31220", "name"=>"Cherepetskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(36.480103 54.077117) +1822,5468,Mixed fuels,-1,'"TSO"=>"", "oid"=>"31204", "name"=>"Aleksinskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1549534966000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.150269 54.459662) +1823,5469,Other or not listed,-1,'"TSO"=>"", "oid"=>"30965", "name"=>"Kashirskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1549530293000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.912445 54.818887) +1824,5483,Other or not listed,-1,'"TSO"=>"", "oid"=>"31218", "name"=>"Shchekinskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.342529 53.976282) +1825,5492,Other or not listed,-1,'"TSO"=>"", "oid"=>"31219", "name"=>"Novomoskovskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.034668 54.061) +1826,5501,Fossil oil,-1,'"TSO"=>"", "oid"=>"31585", "name"=>"Novopolotskaja TEC", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.034119 55.447711) +1827,5503,Other or not listed,-1,'"TSO"=>"", "oid"=>"31584", "name"=>"Lukomlskaja GRES", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.174194 54.846571) +1828,5518,Other or not listed,-1,'"TSO"=>"", "oid"=>"31586", "name"=>"Bobrujskaja TEC 2", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.480438 53.217546) +1829,5513,Other or not listed,-1,'"TSO"=>"", "oid"=>"31588", "name"=>"Svetlogorskaja TEC", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.190674 52.594706) +1830,5515,Other or not listed,-1,'"TSO"=>"", "oid"=>"31627", "name"=>"Mogilevskaja TEC 2", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.74823 53.894628) +1831,5521,Other or not listed,-1,'"TSO"=>"", "oid"=>"31589", "name"=>"Gomelskaja TEC", "country"=>"BY", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(30.375824 52.713835) +1832,5525,Fossil oil,-1,'"TSO"=>"", "oid"=>"31159", "name"=>"Smolenskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(32.562103 55.576016) +1833,5527,Fossil oil,-1,'"TSO"=>"", "oid"=>"37103", "name"=>"Dorogobuzhskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.251495 54.947654) +1834,5533,Nuclear,-1,'"TSO"=>"", "oid"=>"35713", "name"=>"Smolenskaya NPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1500286430000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(33.145752 53.975474) +1835,5537,Wind farm,24,'"oid"=>"38122", "name"=>"Geišiai", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487675488000", "ModifiedDate"=>"1516275295000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.773285 55.143564) +1836,5540,Fossil gas,37,'"TSO"=>"AB “Panevėžio energija“", "oid"=>"37720", "name"=>"Panevėžys", "country"=>"LT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1487665241000", "ModifiedDate"=>"1516274730000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.389648 55.747212) +1837,5557,Wind farm,7,'"oid"=>"38125", "name"=>"Kunigiškiai", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487675838000", "ModifiedDate"=>"1516282089000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.10788 55.393152) +1838,5542,Fossil gas,110,'"TSO"=>"", "oid"=>"30653", "name"=>"Kaunas", "country"=>"LT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1516771825000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.007874 54.911356) +1839,5542,Hydro run of river & pondage,101,'"TSO"=>"", "oid"=>"30654", "name"=>"Kaunas", "country"=>"LT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1516771833000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.996887 54.875817) +1840,5543,Hydro pure pump storage,900,'"TSO"=>"", "oid"=>"30670", "name"=>"Kruonis", "country"=>"LT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "ModifiedDate"=>"1516771840000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.220734 54.782474) +1841,5543,Substations + Power Plants,900,'"TSO"=>"", "oid"=>"30661", "name"=>"Kruonis", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1516275357000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.252319 54.796727) +1842,5545,Converter Station Back-to-back,500,'"TSO"=>"LITGRID", "oid"=>"30673", "name"=>"BtB", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1487748369000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.936462 54.427719) +1843,5545,Biomass,15,'"oid"=>"38124", "name"=>"Putinai", "country"=>"LT", "visible"=>"1", "powerType"=>"Generation unit", "tie_line_s"=>"0", "CreatedDate"=>"1487675706000", "ModifiedDate"=>"1516771869000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.009247 54.422925) +1844,5546,Fossil gas,1050,'"TSO"=>"", "oid"=>"30671", "name"=>"Lietuvos E", "country"=>"LT", "visible"=>"1", 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"tie_line_s"=>"0", "ModifiedDate"=>"1514899108000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-1.218109 52.858352) +2046,6046,Brown coal/Lignite,2000,'"TSO"=>"EDF Energy (Cottam Power) Ltd", "oid"=>"34797", "name"=>"Cottam", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514899224000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.682525999999997 53.290668) +2047,6046,Fossil gas,395,'"TSO"=>"UNIPER UK LIMITED", "oid"=>"42936", "name"=>"CDCL", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488272993000", "ModifiedDate"=>"1514899195000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.668792999999995 53.260284) +2048,5233,Fossil gas,,'"TSO"=>"Corby Power Ltd", "oid"=>"34616", "name"=>"Corby", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514898252000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-0.659179999999999 52.513714) +2049,6053,Fossil 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"under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.33862299999999 54.457267) +2067,6063,Hydro run of river & pondage,20,'"TSO"=>"", "oid"=>"33051", "name"=>"Cliff", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.191681 54.531442) +2068,6063,Wind farm,58.20000076,'"TSO"=>"", "oid"=>"35114", "name"=>"Garvagh", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-8.23013299999999 54.238748) +2069,6065,Wind farm,73.59999847,'"TSO"=>"", "oid"=>"35736", "name"=>"Slieve Kirk", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-7.197418 54.887667) +2071,5892,Wind farm,19,'"TSO"=>"SSE Renewables Developments", "oid"=>"34886", "name"=>"Tangy", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514970662000", "under_construction"=>"0", 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"country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.10702499999999 53.261927) +2091,6094,Hydro pure pump storage,292,'"TSO"=>"", "oid"=>"33013", "name"=>"Turlough Hill", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.32263199999999 52.998256) +2092,6095,Wind farm,42,'"TSO"=>"", "oid"=>"33059", "name"=>"Ballywater", "country"=>"IE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-6.32675199999999 52.508699) +2093,6100,Other or not listed,-1,'"TSO"=>"", "oid"=>"35041", "name"=>"Reftinskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(62.410583 56.157023) +2094,6104,Other or not listed,-1,'"TSO"=>"", "oid"=>"35029", "name"=>"Permskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(56.641388 58.782438) +2095,6112,Other or not listed,-1,'"TSO"=>"", "oid"=>"35056", "name"=>"Nizhneturinskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(60.004578 58.437671) +2096,6120,Other or not listed,-1,'"TSO"=>"", "oid"=>"35061", "name"=>"Sredneural''skaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(60.394592 56.867742) +2097,6122,Other or not listed,-1,'"TSO"=>"", "oid"=>"35062", "name"=>"Verkhnetagil''skaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(60.504456 57.270876) +2098,6125,Other or not listed,-1,'"TSO"=>"", "oid"=>"35058", "name"=>"Novo-Sverdlovskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(60.523682 56.509502) +2099,6128,Nuclear,-1,'"TSO"=>"", "oid"=>"35059", "name"=>"Beloyarskaya NPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(60.887604 56.228085) +2100,6139,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31082", "name"=>"Nizhnekamskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(51.888428 55.77889) +2101,6145,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"35048", "name"=>"Kamskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.702057 58.054632) +2103,6153,Other or not listed,-1,'"TSO"=>"", "oid"=>"35024", "name"=>"Karmanovskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(55.513916 56.210523) +2104,6159,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31084", "name"=>"Cheboksarskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(47.05719 56.160083) +2105,6169,Other or not listed,-1,'"TSO"=>"", "oid"=>"31318", "name"=>"Kazanskaya CHPP-3", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(48.920746 55.91843) +2106,6178,Fossil gas,,'"oid"=>"101314", "name"=>"Yaroslavskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1549535387000", "ModifiedDate"=>"1549535418000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.292358 57.903904) +2107,6185,Other or not listed,-1,'"TSO"=>"", "oid"=>"31075", "name"=>"Kostromskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(41.075134 57.691672) +2108,6187,Other or not listed,-1,'"TSO"=>"", "oid"=>"35496", "name"=>"Ivanovskiye CCPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.166016 57.146671) +2109,6194,Other or not listed,-1,'"TSO"=>"", "oid"=>"35963", "name"=>"Vladimirskaya CHPP-2", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(40.771637 56.295967) +2110,6206,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31173", "name"=>"Nizhegorodskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.967285 56.383502) +2111,6209,Hard coal,-1,'"TSO"=>"", "oid"=>"37109", "name"=>"Novogor''kovskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(43.9151 56.010666) +2112,6218,Nuclear,-1,'"TSO"=>"", "oid"=>"30963", "name"=>"Kalininskaja AES", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(34.887085 57.712951) +2113,6232,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31168", "name"=>"Rybinskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.872375 58.092396) +2114,6233,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31169", "name"=>"Uglichskaya HPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.096466 57.524672) +2115,6234,Other or not listed,-1,'"TSO"=>"", "oid"=>"31128", "name"=>"Konakovskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(36.828918 56.578397) +2116,6249,Substations + Power Plants,-1,'"TSO"=>"", "oid"=>"31121", "name"=>"Moscow", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(37.448273 55.794333) +2117,6254,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"35495", "name"=>"Zagorskaya PSPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.430176 56.430611) +2118,6261,Other or not listed,-1,'"TSO"=>"", "oid"=>"37101", "name"=>"TPP 3", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1549534704000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(38.952026 55.866835) +2119,6263,Other or not listed,-1,'"TSO"=>"", "oid"=>"30964", "name"=>"Pskovskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(29.792175 57.50402) +2120,6266,Other or not listed,-1,'"TSO"=>"", "oid"=>"35676", "name"=>"Novgorodskaya CHPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(31.306915 58.482209) +2121,6280,Fossil gas,-1,'"TSO"=>"", "oid"=>"30636", "name"=>"Rigas TEC 1", "country"=>"LV", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487753576000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.168549 57.020552) +2122,6282,Fossil gas,-1,'"TSO"=>"", "oid"=>"30637", "name"=>"Rigas TEC 2", "country"=>"LV", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487762994000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.272919 56.948719) +2123,6283,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"30635", "name"=>"Rigas HES", "country"=>"LV", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487762976000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.2276 56.836203) +2124,6284,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"30650", "name"=>"Keguma HES", "country"=>"LV", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487751569000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.710999 56.739921) +2125,6285,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"30634", "name"=>"Plavinu HES", "country"=>"LV", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487762958000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.274048 56.570832) +2126,6301,Wind farm,-1,'"TSO"=>"", "oid"=>"35535", "name"=>"Winergy VP", "country"=>"LV", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487754650000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.827087 57.408721) +2127,6303,Wind farm,14,'"oid"=>"37320", "name"=>"Sūdėnai", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487661161000", "ModifiedDate"=>"1516275169000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.220093 56.078933) +2128,6303,Wind farm,50,'"TSO"=>"", "oid"=>"30675", "name"=>"Benaičiai", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516275162000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.264038 56.091959) +2129,6303,Wind farm,39,'"TSO"=>"", "oid"=>"35179", "name"=>"Vėjas I", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1487661149000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.139069 55.921508) +2130,6304,Fossil oil,160,'"TSO"=>"", "oid"=>"30652", "name"=>"Mažeikiai", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516274837000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.175903 56.385022) +2131,6275,Wind farm,45,'"TSO"=>"", "oid"=>"35938", "name"=>"Kabaldikai", "country"=>"LT", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516274862000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.318726 56.392624) +2132,6306,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"36062", "name"=>"Trollhättan", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.512054 58.300831) +2133,6312,Nuclear,-1,'"TSO"=>"", "oid"=>"31459", "name"=>"Ringhals", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.236023 57.329487) +2134,6313,Fossil gas,-1,'"TSO"=>"", "oid"=>"36063", "name"=>"Ryaverket", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488188738000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.943268 57.743747) +2135,6318,Fossil oil,410,'"TSO"=>"Energinet/DongEnergy", "oid"=>"30038", "name"=>"Kyndbyværket", "country"=>"DK", "visible"=>"1", "EIC_code"=>"45T000000000062P", "tie_line_s"=>"0", "ModifiedDate"=>"1516797226000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.885834 55.817487) +2136,6323,Phase shifter,-1,'"TSO"=>"Energinet", "oid"=>"38130", "name"=>"Gørløse", "country"=>"DK", "visible"=>"1", "tie_line_s"=>"1", "CreatedDate"=>"1487677973000", "ModifiedDate"=>"1516785710000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.262115 55.899186) +2137,6346,Biomass,-1,'"TSO"=>"", "oid"=>"36065", "name"=>"Linköping", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(15.652771 58.418977) +2138,6346,Waste,-1,'"TSO"=>"", "oid"=>"36067", "name"=>"Händelöverket", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.335297 58.604757) +2139,6348,Nuclear,-1,'"TSO"=>"", "oid"=>"31568", "name"=>"Oskarshamn", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.659393 57.43682) +2140,6351,Other or not listed,-1,'"TSO"=>"", "oid"=>"31549", "name"=>"Karlshamm", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488188314000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(14.802704 56.186839) +2141,6357,Hydro pure storage,960,'"TSO"=>"", "oid"=>"30773", "name"=>"Tonstad", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1512563452000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.82251000000001 58.660514) +2142,6360,Wind farm,,'"oid"=>"85316", "name"=>"Tellenes", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1517399227000", "ModifiedDate"=>"1517399255000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.422882 58.32752) +2143,6360,Hydro pure storage,142,'"TSO"=>"", "oid"=>"30780", "name"=>"Ana-Sira", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.55334499999999 58.373638) +2144,6364,Wind farm,,'"oid"=>"85317", "name"=>"Lista", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1517399309000", "ModifiedDate"=>"1517399328000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.69754000000001 58.156214) +2145,6365,Hydro pure pump storage,110,'"TSO"=>"", "oid"=>"35468", "name"=>"Steinfoss", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.16284199999999 58.392356) +2146,6369,Wind farm,400,'"TSO"=>"Energinet/Vattenfall", "oid"=>"35565", "name"=>"Horns Rev 3", "country"=>"DK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516018972000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(7.58331300000001 55.800509) +2147,6408,Hard coal,380,'"TSO"=>"Energinet/ Vattenfall", "oid"=>"29978", "name"=>"Nordjyllandsværket", "country"=>"DK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516797051000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.986572 57.135494) +2148,6421,Wind farm,400,'"TSO"=>"Energinet/DongEnergy", "oid"=>"30089", "name"=>"Anholt", "country"=>"DK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516019045000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.164856 56.657736) +2149,6430,Biomass,360,'"TSO"=>"Energinet/DongEnergy", "oid"=>"30088", "name"=>"Studstrupværket", "country"=>"DK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1516797082000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.355988 56.259372) +2150,6689,Wind farm,60,'"TSO"=>"", "oid"=>"35467", "name"=>"Høg-Jæren", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.614014 58.748257) +2151,6441,Hydro mixed pump storage,10,'"TSO"=>"SSE Generation Ltd", "oid"=>"39340", "name"=>"Cassley", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487764672000", "ModifiedDate"=>"1514988576000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.74884 58.167805) +2152,6438,Wind farm,25,'"TSO"=>"E.ON", "oid"=>"35943", "name"=>"Rosehall", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514988365000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.758453 58.078602) +2153,6441,Hydro mixed pump storage,3,'"TSO"=>"SSE Generation Ltd", "oid"=>"39341", "name"=>"Lairg", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487764804000", "ModifiedDate"=>"1514988485000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.593658 58.099654) +2154,6437,Hydro mixed pump storage,19,'"TSO"=>"SSE Generation Ltd", "oid"=>"34865", "name"=>"Culligran", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979944000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.95895400000001 57.528359) +2155,6437,Hydro mixed pump storage,38,'"TSO"=>"SSE Generation Ltd", "oid"=>"34866", "name"=>"Deanie", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979611000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.160828 57.419076) +2156,6438,Wind farm,38,'"TSO"=>"SSE Generation Ltd", "oid"=>"34901", "name"=>"Lairg Achany", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514988645000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.69940199999999 58.036462) +2157,6438,Wind farm,48,'"TSO"=>"Corriemoillie Windfarm Limited", "oid"=>"38538", "name"=>"Corriemoillie", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487767824000", "ModifiedDate"=>"1514987734000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(-4.91912800000001 57.729086) +2158,6438,Hydro mixed pump storage,18,'"TSO"=>"SSE Generation Ltd", "oid"=>"38537", "name"=>"Shin", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487764946000", "ModifiedDate"=>"1514988441000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.50988799999999 58.048818) +2159,6438,Wind farm,19,'"TSO"=>"Innogy", "oid"=>"34855", "name"=>"Novar", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514988127000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.44397 57.731285) +2160,6438,Wind farm,29,'"TSO"=>"ScottishPower Renewables", "oid"=>"34843", "name"=>"Beinn Tharsuinn", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514988192000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.35058600000001 57.834517) +2161,6438,Wind farm,69,'"TSO"=>"LZN Ltd", "oid"=>"35944", "name"=>"Lochluichart", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987712000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.87106300000001 57.67552) +2162,6437,Hydro mixed pump storage,19,'"TSO"=>"SSE Generation Ltd", "oid"=>"34867", "name"=>"Grudie Bridge", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987688000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.849091 57.628493) +2163,6437,Wind farm,40,'"TSO"=>"SSE Generation Ltd", "oid"=>"35945", "name"=>"Fairburn", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979990000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.80377200000001 57.526147) +2164,6438,Hydro mixed pump storage,19,'"TSO"=>"SSE Generation Ltd", "oid"=>"34868", "name"=>"Mossford", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987607000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.71588100000001 57.62114) +2165,6438,Hydro mixed pump storage,34,'"TSO"=>"SSE Generation Ltd", "oid"=>"34869", "name"=>"Luichart", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987577000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.68978899999999 57.567415) +2166,6438,Hydro mixed pump storage,18,'"TSO"=>"SSE Generation Ltd", "oid"=>"34870", "name"=>"Orrin", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514980023000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.69253500000001 57.52246) +2167,6438,Hydro mixed pump storage,15,'"TSO"=>"SSE Generation Ltd", "oid"=>"34902", "name"=>"Torr Achilty", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987540000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.585419 57.54605) +2168,6437,Hydro mixed pump storage,77,'"TSO"=>"SSE Generation Ltd", "oid"=>"38539", "name"=>"Fasnakyle", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487770985000", "ModifiedDate"=>"1514979636000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.846344 57.348756) +2169,6438,Hydro mixed pump storage,19,'"TSO"=>"SSE Generation Ltd", "oid"=>"34864", "name"=>"Aigas", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514980004000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.630737 57.446427) +2170,6438,Hydro mixed pump storage,20,'"TSO"=>"SSE Generation Ltd", "oid"=>"34903", "name"=>"Kilmorack", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987303000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.51950100000001 57.481142) +2171,6441,Wind farm,52,'"TSO"=>"Baillie Wind Farm Ltd", "oid"=>"35939", "name"=>"Baillie & Bernaheig", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514988773000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.68179299999999 58.546045) +2172,6441,Wind farm,70,'"TSO"=>"SSE Generation Ltd", "oid"=>"35942", "name"=>"Gordonbush", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514988639000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.94409200000001 58.081507) +2173,6442,Other or not listed,15,'"TSO"=>"Atlantis Resources Ltd", "oid"=>"70913", "name"=>"MeyGen", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1514993731000", "ModifiedDate"=>"1514993985000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.081665 58.683362) +2174,6443,Wind farm,48,'"TSO"=>"Causeymire Wind Farm Limited", "oid"=>"34859", "name"=>"Causeymire", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514990154000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.49777200000001 58.432639) +2175,6443,Wind farm,14,'"TSO"=>"BOULFRUICH WIND FARM LIMITED", "oid"=>"39338", 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Olsen Renewables", "oid"=>"34860", "name"=>"Paul''s Hill", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514986686000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.52798500000001 57.418336) +2182,6447,Wind farm,51,'"TSO"=>"Fred. Olsen Renewables", "oid"=>"35948", "name"=>"Rothes I", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987141000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.44833399999999 57.579933) +2183,6446,Other or not listed,-1,'"TSO"=>"", "oid"=>"35051", "name"=>"Yayvinskaya TPP", "country"=>"RU", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(57.370605 59.101257) +2184,6447,Wind farm,40,'"TSO"=>"Fred. Olsen Renewables", "oid"=>"35947", "name"=>"Rothes II", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987147000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.357697 57.577724) +2185,6448,Wind farm,67,'"TSO"=>"Berry Burn Wind Farm Limited", "oid"=>"35949", "name"=>"Berry Burn", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514987081000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.49090600000001 57.500331) +2186,6448,Wind farm,48,'"TSO"=>"HILL OF TOWIE LIMITED", "oid"=>"35619", "name"=>"Hill of Towie", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514986634000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.12011699999999 57.475973) +2187,6447,Wind farm,20,'"TSO"=>"Vento Ludens", "oid"=>"39363", "name"=>"Edintore", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487780938000", "ModifiedDate"=>"1514986617000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.88940400000001 57.51066) +2188,6437,Hydro mixed pump storage,15,'"TSO"=>"SSE Generation Ltd", "oid"=>"35140", "name"=>"Livishie", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979595000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.06881699999999 57.284239) +2189,6450,Hydro mixed pump storage,18,'"TSO"=>"SSE Generation Ltd", "oid"=>"34863", "name"=>"Quoich", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979271000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.167694 57.06463) +2190,6453,Hydro mixed pump storage,20,'"TSO"=>"GFG Alliance", "oid"=>"34871", "name"=>"Kinlochleven", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514978535000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.968567 56.727869) +2191,6437,Wind farm,50,'"TSO"=>"Falck Renewables Wind Ltd", "oid"=>"34858", "name"=>"Millennium", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979743000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.86419700000001 57.257509) +2192,6450,Hydro mixed pump storage,20,'"TSO"=>"SSE Generation Ltd", "oid"=>"38928", "name"=>"Ceannacroc", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487773760000", "ModifiedDate"=>"1514979576000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.88479600000001 57.196552) +2193,6450,Hydro mixed pump storage,37,'"TSO"=>"SSE Generation Ltd", "oid"=>"34862", "name"=>"Glenmoriston", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979796000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.68292199999999 57.21366) +2194,6450,Hydro mixed pump storage,99,'"TSO"=>"SSE Generation Ltd", "oid"=>"35141", "name"=>"Glendoe", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979532000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.58129899999999 57.12506) +2195,6440,Wind farm,69,'"TSO"=>"Corriegarth Wind Energy Limited", "oid"=>"39355", "name"=>"Corriegarth", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487776131000", "ModifiedDate"=>"1514979847000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.43847700000001 57.28127) +2196,6450,Hydro pure pump storage,300,'"TSO"=>"SSE Generation Ltd", "oid"=>"34844", "name"=>"Foyers", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979827000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.45907599999999 57.242651) +2197,6450,Hydro mixed pump storage,20,'"TSO"=>"SSE Generation Ltd", "oid"=>"34597", "name"=>"Invergarry", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514979549000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.559326 57.183902) +2198,6440,Wind farm,94,'"TSO"=>"SSE Generation Ltd", "oid"=>"38929", "name"=>"Dunmaglass", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487777366000", "ModifiedDate"=>"1514979872000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.237976 57.277558) +2199,6461,Hydro mixed pump storage,45,'"TSO"=>"SSE Generation Ltd", "oid"=>"34875", "name"=>"Rannoch", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514978602000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.39865099999999 56.699982) +2200,6452,Wind farm,46,'"TSO"=>"Green Power Limited", "oid"=>"35622", "name"=>"Carraig Gheal", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976894000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.306396 56.331766) +2201,6452,Hydro mixed pump storage,15,'"TSO"=>"SSE Generation Ltd", "oid"=>"34882", "name"=>"Nant", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976873000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.31463600000001 56.286821) +2202,6452,Hydro mixed pump storage,25,'"TSO"=>"SSE Generation Ltd", "oid"=>"34881", "name"=>"Inverawe", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514977164000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.204773 56.423017) +2203,6452,Hydro pure pump storage,440,'"TSO"=>"Scottish Power Generation Ltd", "oid"=>"34814", "name"=>"Cruachan", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976913000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.22125199999999 56.367532) +2204,6452,Wind farm,19,'"TSO"=>"An Suidhe Wind Farm Ltd", "oid"=>"34883", "name"=>"An Suidhe", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976788000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.133362 56.212814) +2205,6453,Hydro mixed pump storage,40,'"TSO"=>"SSE Generation Ltd", "oid"=>"44940", "name"=>"Clachan", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488460025000", "ModifiedDate"=>"1514977019000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.93560800000001 56.295205) +2206,5892,Wind farm,50,'"TSO"=>"A''Chruach Wind Farm Limited", "oid"=>"35623", "name"=>"A''Chruach", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976749000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.405273 56.052868) +2207,6455,Wind farm,29,'"TSO"=>"ScottishPower Renewables", "oid"=>"34884", "name"=>"Cruach Mhor", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976727000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-5.13885500000001 56.049034) +2208,6453,Wind farm,19,'"TSO"=>"Iberdrola Renewable Energies", "oid"=>"34851", "name"=>"Ardkinglas", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514976844000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.91500900000001 56.244876) +2209,6454,Hydro mixed pump storage,153,'"TSO"=>"SSE Generation Ltd", "oid"=>"34595", "name"=>"Sloy", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514977013000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.73922700000001 56.277674) +2210,6454,Hydro mixed pump storage,11,'"TSO"=>"SSE Generation Ltd", "oid"=>"39717", "name"=>"Cashlie", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1487849805000", "ModifiedDate"=>"1514977292000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.474182 56.543587) +2211,6454,Hydro mixed pump storage,47,'"TSO"=>"SSE Generation Ltd", "oid"=>"34876", "name"=>"Lochay", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514977276000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.37805199999999 56.500408) +2212,6461,Hydro mixed pump storage,17,'"TSO"=>"SSE Generation Ltd", 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"visible_on_printed"=>"1"',POINT(-4.055328 56.6849) +2216,6461,Hydro mixed pump storage,75,'"TSO"=>"SSE Generation Ltd", "oid"=>"34874", "name"=>"Errochty", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514978704000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.96194499999999 56.722594) +2217,6461,Hydro mixed pump storage,60,'"TSO"=>"SSE Generation Ltd", "oid"=>"34872", "name"=>"Clunie", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514978732000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.834229 56.733895) +2218,6461,Hydro mixed pump storage,15,'"TSO"=>"SSE Generation Ltd", "oid"=>"34895", "name"=>"Pitlochry", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514978749000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.75183100000001 56.712797) +2219,6448,Wind farm,37,'"TSO"=>"Vattenfall Wind Power Ltd", "oid"=>"35950", "name"=>"Clashindarroch", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514982007000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-2.92648300000001 57.306499) +2220,6462,Wind farm,37,'"TSO"=>"SSE Generation Ltd", "oid"=>"34861", "name"=>"Drumderg", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514977727000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.32199100000001 56.674338) +2221,6463,Wind farm,74,'"TSO"=>"Braes of Doune Wind Farm", "oid"=>"34880", "name"=>"Braes of Doune", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514977039000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-4.09378099999999 56.32796) +2222,6461,Wind farm,188,'"TSO"=>"SSE Generation Ltd", "oid"=>"36027", "name"=>"Griffin", "country"=>"UK", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1514977696000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(-3.777924 56.539801) +2223,6463,Wind farm,35,'"TSO"=>"Falck 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"oid"=>"35316", "name"=>"Metsä-Rauma", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488539418000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.390381 61.145224) +2303,6617,Nuclear,1600,'"TSO"=>"", "oid"=>"30177", "name"=>"Olkiluoto", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488371737000", "under_construction"=>"1", "visible_on_printed"=>"1"',POINT(21.443939 61.183639) +2304,6618,Biomass,101,'"TSO"=>"", "oid"=>"35299", "name"=>"Rauma", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488539430000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.394501 61.110079) +2305,6617,Fossil oil,100,'"TSO"=>"", "oid"=>"35300", "name"=>"Olkiluoto", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488371712000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.450806 61.243817) +2306,6617,Nuclear,1760,'"TSO"=>"", "oid"=>"30178", "name"=>"Olkiluoto", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488371724000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.449432 61.214073) +2307,6619,Hydro run of river & pondage,73,'"TSO"=>"", "oid"=>"35301", "name"=>"Harjavalta", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.189636 61.357247) +2308,6620,Brown coal/Lignite,256,'"TSO"=>"", "oid"=>"30161", "name"=>"Naantali", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.304993 60.436897) +2309,6625,Hydro pure storage,-1,'"TSO"=>"", "oid"=>"36060", "name"=>"Höljes", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.675476 60.973773) +2310,6624,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"36059", "name"=>"Trängslet", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.581848 61.461083) +2311,6741,Hydro pure pump storage,-1,'"TSO"=>"", "oid"=>"35465", "name"=>"Vamma", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(11.260986 59.552417) +2312,6633,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31526", "name"=>"Dönje", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.44928 61.408551) +2313,6638,Biomass,-1,'"TSO"=>"", "oid"=>"36068", "name"=>"Åbyverket", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(15.342407 59.353496) +2314,6645,Other or not listed,-1,'"TSO"=>"", "oid"=>"31477", "name"=>"Arosverket", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.416321 59.50297) +2315,6648,Hydro pure storage,140,'"TSO"=>"", "oid"=>"30721", "name"=>"Høyanger", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.09191900000001 61.233906) +2316,6649,Hydro pure storage,91,'"TSO"=>"", "oid"=>"30722", "name"=>"Refsdal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.608276 61.043662) +2317,6650,Hydro pure pump storage,60,'"TSO"=>"", "oid"=>"35217", "name"=>"Hove", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.871948 61.103443) +2318,6651,Hydro pure storage,150,'"TSO"=>"", "oid"=>"30732", "name"=>"Steinsland", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.96694900000001 60.836881) +2319,6653,Hydro pure storage,141,'"TSO"=>"", "oid"=>"30737", "name"=>"Dale", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(5.84609999999999 60.661069) +2320,6654,Hydro pure storage,333,'"TSO"=>"", "oid"=>"30738", "name"=>"Evanger", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.10015899999999 60.664433) +2321,6657,Hydro pure storage,290,'"TSO"=>"", "oid"=>"30726", "name"=>"Jostedal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.410278 61.569805) +2322,6658,Hydro pure storage,110,'"TSO"=>"", "oid"=>"30725", "name"=>"Leirdøla", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.436371 61.447302) +2323,6659,Hydro pure storage,90,'"TSO"=>"", "oid"=>"30723", "name"=>"Årøy", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.437744 61.292669) +2324,6662,Hydro pure storage,840,'"TSO"=>"", "oid"=>"30730", "name"=>"Aurland 1", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.216644 60.95111) +2325,6664,Hydro pure storage,140,'"TSO"=>"", "oid"=>"30728", "name"=>"Aurland 2", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.39517199999999 60.997752) +2326,6665,Hydro mixed pump storage,300,'"TSO"=>"", "oid"=>"30729", "name"=>"Aurland 3", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.46246299999999 60.932434) +2327,6666,Hydro pure storage,270,'"TSO"=>"", "oid"=>"30724", "name"=>"Skagen-Fortun", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.738495 61.517456) +2328,6666,Hydro pure pump storage,374,'"TSO"=>"", "oid"=>"35456", "name"=>"Tyin", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.90878299999999 61.411179) 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"tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.31115700000001 60.873666) +2334,6675,Hydro pure storage,250,'"TSO"=>"", "oid"=>"30739", "name"=>"Mauranger", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.29653899999999 60.118251) +2335,6677,Hydro pure storage,350,'"TSO"=>"", "oid"=>"30753", "name"=>"Blåfalli", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.11251800000001 59.87033) +2336,6679,Hydro pure storage,200,'"TSO"=>"", "oid"=>"30740", "name"=>"Oksla", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.79641699999999 60.157226) +2337,6680,Hydro pure storage,180,'"TSO"=>"", "oid"=>"30741", "name"=>"Tysso", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.70165999999999 60.066211) +2338,6683,Hydro pure storage,157,'"TSO"=>"", "oid"=>"30754", "name"=>"Hylen", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"1", "ModifiedDate"=>"1518009818000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.64810199999999 59.599706) +2339,6685,Hydro pure storage,160,'"TSO"=>"", "oid"=>"30774", "name"=>"Røldal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.744232 59.871019) +2340,6686,Hydro pure storage,40,'"TSO"=>"", "oid"=>"30775", "name"=>"Novle", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.96807900000001 59.838606) +2341,6687,Hydro pure storage,-1,'"TSO"=>"", "oid"=>"30778", "name"=>"Ulla-Førre", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.90353400000001 59.710712) +2342,6692,Hydro mixed pump storage,170,'"TSO"=>"", "oid"=>"30755", "name"=>"Saurdal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.649475 59.461826) +2343,6695,Hydro pure storage,1240,'"TSO"=>"", "oid"=>"30756", "name"=>"Kvilldal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1518010165000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.99279799999999 59.524569) +2344,6697,Hydro pure storage,110,'"TSO"=>"", "oid"=>"30769", "name"=>"Tjodan", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.696167 59.068096) +2345,6699,Hydro mixed pump storage,200,'"TSO"=>"", "oid"=>"30768", "name"=>"Duge", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.889801 59.110423) +2346,6700,Hydro pure storage,120,'"TSO"=>"", "oid"=>"30770", "name"=>"Tjørhom", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(6.89117399999999 58.897552) +2347,6701,Hydro pure storage,40,'"TSO"=>"", "oid"=>"30776", "name"=>"Kvanndal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.08068799999999 59.777831) +2348,6702,Hydro pure storage,60,'"TSO"=>"", "oid"=>"30777", "name"=>"Kjela", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.34024000000001 59.80616) +2349,6703,Hydro pure storage,120,'"TSO"=>"", "oid"=>"30792", "name"=>"Songa", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.771454 59.781287) +2350,6704,Hydro pure storage,300,'"TSO"=>"", "oid"=>"30793", "name"=>"Vinje", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.819519 59.632352) +2351,6705,Hydro pure storage,328,'"TSO"=>"", "oid"=>"30802", "name"=>"Holen", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.46246299999999 59.479964) +2352,6706,Hydro pure storage,50,'"TSO"=>"", "oid"=>"30767", "name"=>"Roskrepp", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.11776699999999 59.111128) +2353,6707,Hydro pure storage,80,'"TSO"=>"", "oid"=>"30771", "name"=>"Kvinen", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.119141 58.994604) +2354,6708,Hydro pure storage,200,'"TSO"=>"", "oid"=>"30772", "name"=>"Solhom", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.115021 58.842175) +2355,6710,Hydro pure storage,300,'"TSO"=>"", "oid"=>"30786", "name"=>"Brokke", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.558594 59.13509) +2356,6710,Hydro pure storage,56,'"TSO"=>"", "oid"=>"30787", "name"=>"Hekni", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.727509 58.975498) +2357,6711,Hydro pure storage,430,'"TSO"=>"", "oid"=>"30794", "name"=>"Tokke", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(7.90191699999999 59.458337) +2358,6710,Hydro pure storage,108,'"TSO"=>"", "oid"=>"30789", "name"=>"Finndøla", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.09143099999999 59.097731) +2359,6710,Hydro pure storage,55,'"TSO"=>"", "oid"=>"30788", "name"=>"Jørundland", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.22464 58.944341) +2360,6671,Hydro pure pump storage,55,'"TSO"=>"", "oid"=>"35457", "name"=>"Lomen", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.66271999999999 61.123346) +2361,6714,Hydro pure pump storage,93,'"TSO"=>"", "oid"=>"35458", "name"=>"Åbjøra", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.00878899999999 61.047651) +2362,6712,Hydro pure storage,140,'"TSO"=>"", "oid"=>"30809", "name"=>"Øvre Vinstra", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.33975199999999 61.473546) +2363,6713,Hydro pure storage,308,'"TSO"=>"", "oid"=>"30811", "name"=>"Nedre Vinstra", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.82040399999999 61.582225) +2364,6714,Hydro pure pump storage,64,'"TSO"=>"", "oid"=>"35459", "name"=>"Bagn", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.154358 60.939772) +2365,6714,Hydro pure storage,96,'"TSO"=>"", "oid"=>"30746", "name"=>"Heimsil 2", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.688812 60.799384) +2366,6715,Hydro pure storage,280,'"TSO"=>"", "oid"=>"30747", "name"=>"Nes", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.75885 60.591688) +2367,6716,Hydro pure pump storage,89,'"TSO"=>"", "oid"=>"35219", "name"=>"Uvdal", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.64898700000001 60.242538) +2368,6717,Hydro pure storage,92,'"TSO"=>"", "oid"=>"30810", "name"=>"Harpefossen", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.133514 61.525969) +2369,6718,Hydro pure pump storage,112,'"TSO"=>"", "oid"=>"35461", "name"=>"Hunderfossen", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(10.413666 61.315748) +2370,6718,Hydro pure pump storage,150,'"TSO"=>"", "oid"=>"35460", "name"=>"Torpa", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.91790799999999 61.108088) +2371,6731,Hydro pure pump storage,86,'"TSO"=>"", "oid"=>"35462", "name"=>"Kaggefoss", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(9.919281 60.2766) +2372,6722,Hydro pure storage,204,'"TSO"=>"", "oid"=>"30796", "name"=>"Vemork", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.52401700000001 59.913041) +2373,6723,Hydro pure storage,189,'"TSO"=>"", "oid"=>"30797", "name"=>"Såheim", "country"=>"NO", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(8.76022300000001 59.917172) +2374,6724,Hydro pure 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river & pondage,-1,'"TSO"=>"", "oid"=>"35372", "name"=>"Forsse", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.875 63.164276) +2407,6804,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31524", "name"=>"Järkvissle", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.88324 62.757869) +2408,6807,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"36057", "name"=>"Bergeforsen", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(17.387238 62.660902) +2409,6809,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31489", "name"=>"Stornorrfors", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(20.045929 63.896918) +2410,6810,Fossil oil,390,'"TSO"=>"", "oid"=>"30104", "name"=>"Vaskiluoto", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.702118 63.042511) +2411,6810,Wind farm,-1,'"TSO"=>"", "oid"=>"37096", "name"=>"Torkkola", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488786004000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.083893 63.024451) +2412,6781,Wind farm,,'"oid"=>"47713", "name"=>"Santavuori", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488785878000", "ModifiedDate"=>"1488785952000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(22.471161 62.666577) +2413,6811,Fossil oil,452,'"TSO"=>"", "oid"=>"30176", "name"=>"Kristiina", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(21.40686 62.214195) +2414,6811,Wind farm,,'"oid"=>"48113", "name"=>"Metsälä", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488787902000", "ModifiedDate"=>"1547453819000", 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"visible_on_printed"=>"1"',POINT(13.065491 63.752742) +2419,6817,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31440", "name"=>"Stensjön", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.768616 63.942802) +2420,6818,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31441", "name"=>"Olden", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.492584 63.756386) +2421,6819,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31446", "name"=>"Järpströmmen", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.458252 63.36937) +2422,6821,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31447", "name"=>"Mörsil", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.639526 63.312066) +2423,6822,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31448", "name"=>"Sällsjö", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.587341 63.23239) +2424,6823,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31445", "name"=>"Långå", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(12.588959 62.572473) +2425,6824,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31513", "name"=>"Trångfors", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.901825 62.735859) +2426,6825,Wind farm,-1,'"TSO"=>"", "oid"=>"35890", "name"=>"Nordiåsen", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(13.971863 62.142409) +2427,6826,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31511", "name"=>"Kattstrupeforsen", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(14.787598 63.348433) +2428,6827,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31512", "name"=>"Midskog", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(15.206451 63.237956) +2429,6829,Wind farm,-1,'"TSO"=>"", "oid"=>"31560", "name"=>"Havsnäs", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(15.619812 64.00246) +2430,6830,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31443", "name"=>"Storfinnforsen", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(15.846405 63.582788) +2431,6831,Hydro run of river & pondage,-1,'"TSO"=>"", "oid"=>"31496", "name"=>"Långbjörn", "country"=>"SE", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(16.791229 63.646259) +2432,6833,Hydro run of river & 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"visible_on_printed"=>"1"',POINT(25.069427 66.140521) +2480,6909,Wind farm,,'"oid"=>"99313", "name"=>"Puuska", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1547455009000", "ModifiedDate"=>"1547455023000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.180908 65.771799) +2481,6909,Hydro run of river & pondage,110,'"TSO"=>"", "oid"=>"30159", "name"=>"Isohaara", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.621735 65.752631) +2482,6909,Biomass,75,'"TSO"=>"", "oid"=>"35314", "name"=>"Kemi", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.824982 65.709168) +2483,6910,Wind farm,87,'"TSO"=>"", "oid"=>"37093", "name"=>"Leipiö", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1547455091000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.076294 65.672987) +2484,6909,Biomass,87,'"TSO"=>"", "oid"=>"35315", "name"=>"Veitsiluoto", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.848328 65.642421) +2485,6911,Wind farm,,'"oid"=>"99713", "name"=>"Sarvankangas", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1547455432000", "ModifiedDate"=>"1547455444000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.44046 64.527186) +2486,6911,Wind farm,,'"oid"=>"47716", "name"=>"Tohkoja", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1488787578000", "ModifiedDate"=>"1488787592000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(23.962555 64.319086) +2487,6911,Wind farm,87,'"TSO"=>"", "oid"=>"37095", "name"=>"Mustilankangas", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488787543000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.024353 64.283951) +2488,6911,Wind farm,,'"oid"=>"99314", "name"=>"Kopsa", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "CreatedDate"=>"1547455812000", "ModifiedDate"=>"1547455819000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(24.734344 64.558471) +2489,7055,Hydro run of river & pondage,173,'"TSO"=>"", "oid"=>"35699", "name"=>"Petäjäskoski", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.415497 66.285642) +2490,6912,Hydro run of river & pondage,101,'"TSO"=>"", "oid"=>"30110", "name"=>"Valajaskoski", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.716248 66.413451) +2491,6917,Wind farm,87,'"TSO"=>"", "oid"=>"37094", "name"=>"Myllykangas", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "ModifiedDate"=>"1488786256000", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.361938 65.458261) +2492,6913,Hydro run of river & pondage,89,'"TSO"=>"", 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"under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.338593 64.952046) +2497,6918,Biomass,76,'"TSO"=>"", "oid"=>"35312", "name"=>"Nuottasaari", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(25.393524 64.882185) +2498,6921,Hydro run of river & pondage,129,'"TSO"=>"", "oid"=>"30120", "name"=>"Pyhäkoski", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.114502 64.778807) +2499,6921,Hydro run of river & pondage,51,'"TSO"=>"", "oid"=>"35311", "name"=>"Pälli", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.308136 64.868191) +2500,6922,Hydro run of river & pondage,58,'"TSO"=>"", "oid"=>"30119", "name"=>"Utanen", "country"=>"FI", "visible"=>"1", "tie_line_s"=>"0", "under_construction"=>"0", "visible_on_printed"=>"1"',POINT(26.516876 64.759489) +2501,6923,Hydro run of river & 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+16020,6563,6564 +16021,6576,6577 +16022,6582,6583 +16023,6593,6594 +16024,6596,6597 +16025,6601,6602 +16026,6604,6605 +16027,6607,6608 +16028,6638,6639 +16029,6640,6641 +16030,6651,6652 +16031,6655,6656 +16032,6660,6661 +16033,6662,6663 +16034,6672,6673 +16035,6675,6676 +16036,6677,6678 +16037,6681,6682 +16038,6689,6690 +16039,6692,6693 +16040,6697,6698 +16041,6708,6709 +16042,6726,6727 +16043,6729,6730 +16044,6733,6734 +16045,6735,6736 +16046,6739,6740 +16047,6741,6742 +16048,6744,6745 +16049,6750,6751 +16050,6764,6765 +16051,6768,6769 +16052,6771,6772 +16053,6782,6783 +16054,6795,6796 +16055,6813,6814 +16056,6819,6820 +16057,6827,6828 +16058,6831,6832 +16059,6842,6843 +16060,6865,6866 +16061,6868,6869 +16062,6870,6871 +16063,6872,6873 +16064,6879,6880 +16065,6881,6882 +16066,6883,6884 +16067,6901,6902 +16068,6914,6915 +16069,6919,6920 +16070,6925,6926 +16071,6934,6935 +16072,6934,6936 +16073,6935,6936 +16074,6941,6942 +16075,6955,6956 +16076,6968,6969 +16077,6977,6978 +16078,6980,6981 +16079,6991,6992 +16080,7014,7015 +16081,7031,7032 +16082,7033,7034 +16083,7035,7036 +16084,7041,7042 +16085,7044,7045 +16086,7044,7046 +16087,7045,7046 +16088,7048,7049 +16089,7048,7050 +16090,7049,7050 +16091,7055,7056 +16092,7057,7058 +16093,7066,7067 +16094,7069,7070 +16095,7071,7072 +16096,7073,7074 +16097,7076,7077 diff --git a/data/geth2015_hydro_capacities.csv b/data/geth2015_hydro_capacities.csv new file mode 100644 index 00000000..ddb91bae --- /dev/null +++ b/data/geth2015_hydro_capacities.csv @@ -0,0 +1,32 @@ +# Table 25 from F. Geth et al., An overview of large-scale stationary electricity storage plants in Europe (2015) 1212–1227 +country,n,p_nom_discharge,p_nom_charge,e_stor +AT,19,4.051,3.246,132.41 +BE,3,1.301,1.196,5.71 +BG,3,1.399,0.93,11.13 +HR,3,0.281,0.246,2.34 +CY,0,-,-,- +CZ,3,1.119,1.145,5.72 +DK,0,-,-,- +EE,0,-,-,- +FI ,0,-,-,- +FR,10,5.512,4.317,83.37 +DE,34,6.805,6.417,39.12 +GR,2,0.735,-,4.97 +HU,0,-,-,- +IE,1,0.292,-,1.8 +IT,25,7.833,7.64,68.27 +LV,0,-,-,- +LT,1,0.9,0.88,10.8 +LU,1,1.296,1.05,4.92 +MT,0,-,-,- +NL,0,-,-,- +PL,6,1.757,1.647,7.96 +PT,7,1.279,-,40.77 +RO,5,0.285,0.2,10.2 +SK,4,1.016,0.79,3.63 +SI,1,0.185,0.18,0.5 +ES,26,6.358,5.859,70 +SE,2,0.091,-,72.12 +GB,4,2.788,2.65,26.7 +NO,8,1.273,0.892,399.39 +CH,20,2.291,1.512,311.48 diff --git a/data/links_p_nom.csv b/data/links_p_nom.csv new file mode 100644 index 00000000..bd7a4c95 --- /dev/null +++ b/data/links_p_nom.csv @@ -0,0 +1,50 @@ +Name,Converterstation 1,Converterstation 2,Total Length (Cable/Pole) (km),Volt (kV),Power (MW),Year,Type,Remarks,Ref,x1,y1,x2,y2 +Elbe-Project,"Germany- Vockerode 51°50′40″N 12°21′50″E / 51.84444°N 12.36389°E","Germany - Berlin Marienfelde 52°25′49″N 13°22′42″E / 52.43028°N 13.37833°E",115(115/0),200,60.0,1945,Merc,Never placed in service Dismantled,,12.363888888888889,51.84444444444444,13.378333333333334,52.430277777777775 +Gotland 1,Sweden - Västervik 57°43′41″N 16°38′51″E / 57.72806°N 16.64750°E,Sweden - Yigne 57°35′13″N 18°11′44″E / 57.58694°N 18.19556°E,98(98/0),200,20.0,1954,Merc,"World's first commercial HVDC link. Expanded by ABB in 1970. Decommissioned in 1986",[1][32],16.6475,57.72805555555556,18.195555555555554,57.58694444444444 +Cross-Channel,France - Echingen 50°41′48″N 1°38′21″E / 50.69667°N 1.63917°E,UK - Lydd 50°54′54″N 0°56′50″E / 50.91500°N 0.94722°E,64(64/0),100,160.0,1961,Merc,Shut down in 1984,[1],1.6391666666666667,50.696666666666665,0.9472222222222223,50.915 +Volgograd-Donbass,Russia - Volzhskaya 48°49′34″N 44°40′20″E / 48.82611°N 44.67222°E,Ukraine - Mikhailovskaya 48°39′13″N 38°33′56″E / 48.65361°N 38.56556°E,475(0/475),400,750.0,1965,Merc/Thyr,Shut down in 2014,[1],44.672222222222224,48.82611111111111,38.565555555555555,48.65361111111111 +Konti-Skan 1,Denmark - Vester Hassing 57°3′46″N 10°5′24″E / 57.06278°N 10.09000°E,Sweden - Stenkullen 57°48′15″N 12°19′13″E / 57.80417°N 12.32028°E,176(87/89),250,250.0,1965,Merc,Replaced in August 2006 by modern converters using thyristors,[1],10.09,57.062777777777775,12.320277777777777,57.80416666666667 +SACOI 1a,Italy - Suvereto 43°3′10″N 10°41′42″E / 43.05278°N 10.69500°E ( before 1992: Italy - San Dalmazio 43°15′43″N 10°55′05″E / 43.26194°N 10.91806°E),"France- Lucciana 42°31′40″N 9°26′59″E / 42.52778°N 9.44972°E",483(365/118),200,200.0,1965,Merc,"Replaced in 1986 by Thyr- multiterminal scheme",[1],10.695,43.05277777777778,9.449722222222222,42.52777777777778 +SACOI 1b,"France- Lucciana 42°31′40″N 9°26′59″E / 42.52778°N 9.44972°E", "Codrongianos- Italy 40°39′7″N 8°42′48″E / 40.65194°N 8.71333°E",483(365/118),200,200.0,1965,Merc,"Replaced in 1986 by Thyr- multiterminal scheme",[1],9.449722222222222,42.52777777777778,8.679351,40.65765 +Kingsnorth,UK - Kingsnorth 51°25′11″N 0°35′46″E / 51.41972°N 0.59611°E,UK - London-Beddington 51°22′23″N 0°7′38″W / 51.37306°N 0.12722°W,85(85/0),266,320.0,1975,Merc,Bipolar scheme Supplier: English Electric Shut down in 1987,[33],0.5961111111111111,51.41972222222222,-0.1272222222222222,51.37305555555555 +Skagerrak 1 + 2,Denmark - Tjele 56°28′44″N 9°34′1″E / 56.47889°N 9.56694°E,Norway - Kristiansand 58°15′36″N 7°53′55″E / 58.26000°N 7.89861°E,230(130/100),250,500.0,1977,Thyr,Supplier: STK(Nexans) Control system upgrade by ABB in 2007,[34][35][36],9.566944444444445,56.47888888888889,7.898611111111111,58.26 +Gotland 2,Sweden - Västervik 57°43′41″N 16°38′51″E / 57.72806°N 16.64750°E,Sweden - Yigne 57°35′13″N 18°11′44″E / 57.58694°N 18.19556°E,99.5(92.9/6.6),150,130.0,1983,Thyr,Supplier: ABB,,16.6475,57.72805555555556,18.195555555555554,57.58694444444444 +Interconnexion France Angleterre (new),France - Les Mandarins 50°54′11″N 1°47′5″E / 50.90306°N 1.78472°E,UK - Sellindge 51°6′21″N 0°58′32″E / 51.10583°N 0.97556°E,72(72/0),270,2000.0,1986,Thyr,2 bipolar systems Supplier: Alstom,[1][37],1.7847222222222223,50.903055555555554,0.9755555555555555,51.10583333333334 +Gotland 3,Sweden - Västervik 57°43′41″N 16°38′51″E / 57.72806°N 16.64750°E,Sweden - Yigne 57°35′13″N 18°11′44″E / 57.58694°N 18.19556°E,98(98/0),150,130.0,1987,Thyr,Supplier: ABB,,16.6475,57.72805555555556,18.195555555555554,57.58694444444444 +Konti-Skan 2,"Denmark - Vester- Hassing 57°3′46″N 10°5′24″E / 57.06278°N 10.09000°E",Sweden - Lindome 57°36′24″N 12°6′40″E / 57.60667°N 12.11111°E,147(87/60),285,300.0,1988,Thyr,Supplier: ABB,,10.09,57.062777777777775,12.11111111111111,57.60666666666667 +Fenno-Skan,Finland - Rauma 61°09′07″N 21°37′32″E / 61.15194°N 21.62556°E,Sweden - Dannebo 60°24′14″N 18°08′10″E / 60.40389°N 18.13611°E,233(200/33),400,500.0,1989,Thyr,Supplier: ABB,,21.625555555555554,61.151944444444446,18.136111111111113,60.403888888888886 +SACOI 2,Italy - Suvereto 43°3′10″N 10°41′42″E / 43.05278°N 10.69500°E ( before 1992: Italy - San Dalmazio 43°15′43″N 10°55′05″E / 43.26194°N 10.91806°E),"France- Lucciana 42°31′40″N 9°26′59″E / 42.52778°N 9.44972°E",422(118/304),200,300.0,1992,Thyr,Multiterminal scheme Supplier: Alstom,,10.695,43.05277777777778,9.449722222222222,42.52777777777778 +SACOI 2,"France- Lucciana 42°31′40″N 9°26′59″E / 42.52778°N 9.44972°E"," Codrongianos- Italy 40°39′7″N 8°42′48″E / 40.65194°N 8.71333°E",422(118/304),200,300.0,1992,Thyr,Multiterminal scheme Supplier: Alstom,,9.449722222222222,42.52777777777778,8.679351,40.65765 +Skagerrak 3,Denmark - Tjele 56°28′44″N 9°34′1″E / 56.47889°N 9.56694°E,Norway - Kristiansand 58°15′36″N 7°53′55″E / 58.26000°N 7.89861°E,230(130/100),350,440.0,1993,Thyr,Supplier: Nexans ABB,[34],9.566944444444445,56.47888888888889,7.898611111111111,58.26 +Baltic Cable,Germany - Lübeck- Herrenwyk 53°53′46″N 10°48′9″E / 53.89611°N 10.80250°E,Sweden - Kruseberg 55°30′1″N 13°8′45″E / 55.50028°N 13.14583°E,262(250/12),450,600.0,1994,Thyr,Supplier: ABB,,10.8025,53.89611111111111,13.145833333333334,55.500277777777775 +Kontek,Denmark - Bjæverskov 55°27′1″N 12°0′27″E / 55.45028°N 12.00750°E,Germany - Bentwisch 54°6′3″N 12°13′1″E / 54.10083°N 12.21694°E,170(170/0),400,600.0,1996,Thyr,Supplier: ABB,,12.0075,55.45027777777778,12.216944444444444,54.100833333333334 +Hellsjön-Grängesberg,Sweden - Hellsjön 60°02′50″N 15°08′52″E / 60.04722°N 15.14778°E,Sweden - Grängesberg 60°03′53″N 14°59′39″E / 60.06472°N 14.99417°E,10(0/10),180,3.0,1997,IGBT,Experimental HVDC Supplier: ABB,,15.147777777777778,60.047222222222224,14.994166666666667,60.06472222222222 +Visby-Nas,Sweden - Nas 57°05′58″N 18°14′27″E / 57.09944°N 18.24083°E,Sweden - Visby 57°37′29″N 18°21′18″E / 57.62472°N 18.35500°E,70(70/0),80,50.0,1999,Thyr,,,18.240833333333335,57.099444444444444,18.355,57.624722222222225 +SwePol,Poland - Wierzbięcin 54°30′8″N 16°53′28″E / 54.50222°N 16.89111°E,Sweden - Stärnö 56°9′11″N 14°50′29″E / 56.15306°N 14.84139°E,245(245/0),450,600.0,2000,Thyr,Supplier: ABB,[38],16.891111111111112,54.50222222222222,14.841388888888888,56.153055555555554 +Tjæreborg,Denmark - Tjæreborg/Enge 55°26′52″N 8°35′34″E / 55.44778°N 8.59278°E,Denmark - Tjæreborg/Substation 55°28′07″N 8°33′36″E / 55.46861°N 8.56000°E,4.3(4.3/0),9,7.0,2000,IGBT,Interconnection to wind power generating stations,,8.592777777777778,55.44777777777778,8.56,55.46861111111111 +Italy-Greece,Greece - Arachthos 39°11′00″N 20°57′48″E / 39.18333°N 20.96333°E,Italy - Galatina 40°9′53″N 18°7′49″E / 40.16472°N 18.13028°E,310(200/110),400,500.0,2001,Thyr,,,20.963333333333335,39.18333333333333,18.130277777777778,40.164722222222224 +Moyle,UK - Auchencrosh 55°04′10″N 4°58′50″W / 55.06944°N 4.98056°W,UK - N. Ireland- Ballycronan More 54°50′34″N 5°46′11″W / 54.84278°N 5.76972°W,63.5(63.5/0),250,2501.0,2001,Thyr,"Supplier: Siemens- Nexans",[39],-4.980555555555556,55.06944444444444,-5.769722222222223,54.842777777777776 +HVDC Troll,Norway - Kollsnes 60°33′01″N 4°50′26″E / 60.55028°N 4.84056°E,Norway - Offshore platform Troll A 60°40′00″N 3°40′00″E / 60.66667°N 3.66667°E,70(70/0),60,80.0,2004,IGBT,Power supply for offshore gas compressor Supplier: ABB,[40],4.8405555555555555,60.55027777777778,3.6666666666666665,60.666666666666664 +Estlink,Finland - Espoo 60°12′14″N 24°33′06″E / 60.20389°N 24.55167°E,Estonia - Harku 59°23′5″N 24°33′37″E / 59.38472°N 24.56028°E,105(105/0),150,350.0,2006,IGBT,Supplier: ABB,[40],24.551666666666666,60.20388888888889,24.560277777777777,59.38472222222222 +NorNed,Netherlands - Eemshaven 53°26′4″N 6°51′57″E / 53.43444°N 6.86583°E,Norway - Feda 58°16′58″N 6°51′55″E / 58.28278°N 6.86528°E,580(580/0),450,700.0,2008,Thyr,"Supplier: ABB- Nexans",[40],6.865833333333334,53.434444444444445,6.865277777777778,58.28277777777778 +BritNed,UK - Grain 51°26′24″N 0°43′0″E / 51.44000°N 0.71667°E,Netherlands - Maasvlakte 51°57′27″N 4°01′17″E / 51.95750°N 4.02139°E,245(245/0),450,1000.0,2010,Thyr,Operational since April 2011. Supplier: Siemens,[40][41] [42][43],0.7166666666666667,51.44,4.021388888888889,51.9575 +StoreBælt,Denmark - Fraugde 55°22′01″N 10°30′25″E / 55.36694°N 10.50694°E,Denmark - Herslev 55°31′53″N 11°19′01″E / 55.53139°N 11.31694°E,56(56/0),400,600.0,2010,Thyr,Operational since August 2010. Supplier: Siemens,[40],10.506944444444445,55.36694444444444,11.316944444444445,55.53138888888889 +Cometa,Spain - Morvedre 39°38′28″N 0°14′7″W / 39.64111°N 0.23528°W,Spain - Santa Ponsa 39°32′2″N 2°30′21″E / 39.53389°N 2.50583°E,247(247/0),250,400.0,2011,Thyr,Expected completion 2011 Supplier: Siemens (converter stations); Prysmian/Nexans (cables),[40],-0.23527777777777778,39.64111111111111,2.5058333333333334,39.53388888888889 +Fenno-Skan 2,Finland - Rauma 61°09′07″N 21°37′32″E / 61.15194°N 21.62556°E,Sweden - Finnbole 60°25′30″N 17°3′42″E / 60.42500°N 17.06167°E,303(200/103),500,800.0,2011,Thyr,,,21.625555555555554,61.151944444444446,17.061666666666667,60.425 +SAPEI,Italy - Latina 41°25′47″N 12°48′25″E / 41.42972°N 12.80694°E,Italy - Fiume Santo 40°50′29″N 8°18′21″E / 40.84139°N 8.30583°E,435(435/0),500,1000.0,2011,Thyr,The largest HVDC link in the Mediterranean Sea. Supplier: ABB,[40][44][45],12.806944444444444,41.429722222222225,8.305833333333334,40.841388888888886 +East West Interconnector,Ireland - Woodland 53°28′16″N 6°34′3″W / 53.47111°N 6.56750°W,"UK - Shotton- Wales 53°13′38″N 3°4′22″W / 53.22722°N 3.07278°W",130(130/0),±200,500.0,2012,IGBT,Supplier: ABB,[51],-6.5675,53.471111111111114,-3.0727777777777776,53.227222222222224 +Estlink 2,Finland - Anttila 60°22′36″N 25°22′01″E / 60.37667°N 25.36694°E,Estonia - Püssi 59°22′13″N 27°04′05″E / 59.37028°N 27.06806°E,171(157/14),450,650.0,2014,Thyr,"Supplier: Siemens- Nexans",,25.366944444444446,60.376666666666665,27.068055555555556,59.37027777777778 +BorWin2,Germany - Diele 53°7′30″N 7°18′29″E / 53.12500°N 7.30806°E,Germany - BorWin Beta platform 54°21′18″N 6°01′30″E / 54.35500°N 6.02500°E,200(200/0),±300,800.0,2015,IGBT,Supplier: Siemens,[58],7.308055555555556,53.125,6.025,54.355 +DolWin1,Germany - Heede 52°58′57″N 7°15′26″E / 52.98250°N 7.25722°E,Germany - DolWin Alpha platform 53°59′42″N 6°25′16″E / 53.99500°N 6.42111°E,165(165/0),±320,800.0,2015,IGBT,Supplier:ABB,[59],7.2572222222222225,52.9825,6.421111111111111,53.995 +HelWin1,Germany - Büttel 53°55′01″N 9°13′55″E / 53.91694°N 9.23194°E,Germany - HelWin Alpha platform 54°27′07″N 7°44′20″E / 54.45194°N 7.73889°E,130(130/0),±250,576.0,2015,IGBT,Supplier: Siemens,[60],9.231944444444444,53.91694444444445,7.738888888888889,54.45194444444444 +HelWin2,Germany - Büttel 53°55′01″N 9°13′55″E / 53.91694°N 9.23194°E,Germany - HelWin Beta platform 54°27′11″N 7°44′20″E / 54.45306°N 7.73889°E,130(130/0),±320,690.0,2015,IGBT,Supplier: Siemens,,9.231944444444444,53.91694444444445,7.738888888888889,54.45305555555556 +INELFE,France - Baixas 42°43′56″N 2°48′14″E / 42.73222°N 2.80389°E,Spain - Santa Llogaia 42°13′59″N 2°56′39″E / 42.23306°N 2.94417°E,64(64/0),±320,2000.0,2015,IGBT,"Supplier: Siemens- Cables: Prysmian. €700m- 8km tunnel near HSR",[61] [62][63][64],2.803888888888889,42.73222222222222,2.944166666666667,42.23305555555555 +NordBalt,Sweden - Nybro 56°46′4″N 15°51′15″E / 56.76778°N 15.85417°E,Lithuania - Klaipėda 55°40′54″N 21°15′24″E / 55.68167°N 21.25667°E,450(450/0),300,700.0,2015,IGBT,Supplier: ABB,[69],15.854166666666666,56.76777777777778,21.256666666666668,55.681666666666665 +Skagerrak 4,Denmark - Tjele 56°28′44″N 9°34′1″E / 56.47889°N 9.56694°E,Norway - Kristiansand 58°15′36″N 7°53′55″E / 58.26000°N 7.89861°E,244(244/0),500,700.0,2015,IGBT,"Suppliers: Nexans- ABB",[70],9.566944444444445,56.47888888888889,7.898611111111111,58.26 +SylWin1,Germany - Büttel 53°55′01″N 9°13′55″E / 53.91694°N 9.23194°E,Germany - SylWin Alpha platform 55°03′47″N 7°14′28″E / 55.06306°N 7.24111°E,205(205/0),±320,864.0,2015,IGBT,Supplier: Siemens,[71],9.231944444444444,53.91694444444445,7.2411111111111115,55.06305555555556 +DolWin2,Germany - Heede 52°58′52″N 7°15′26″E / 52.98111°N 7.25722°E,Germany - DolWin Beta platform 53°58′41″N 6°55′23″E / 53.97806°N 6.92306°E,135(135/0),±320,900.0,2016,IGBT,Supplier: ABB,[78],7.2572222222222225,52.98111111111111,6.923055555555555,53.97805555555556 +SydVästlänken,Sweden - Barkeryd 57°44′52″N 14°39′19″E / 57.74778°N 14.65528°E,Sweden - Hurva 55°49′59″N 13°36′08″E / 55.83306°N 13.60222°E,260(197/63),±300,,2016,IGBT,Supplier: Alstom,,14.655277777777778,57.74777777777778,13.602222222222222,55.83305555555555 +DolWin3,Germany - Heede 52°58′57″N 7°15′26″E / 52.98250°N 7.25722°E,Germany - DolWin Gamma platform 53°59′42″N 6°25′16″E / 53.99500°N 6.42111°E,160(160/0),±320,900.0,2017,IGBT,Supplier: Alstom,[79],7.2572222222222225,52.9825,6.421111111111111,53.995 +HVDC MON.ITA Project,Italy-Cepagatti 42°23′41″N 14°07′30″E / 42.39472°N 14.12500°E,Montenegro - Lastva Grbaljska 42°19′03″N 18°47′41″E / 42.31750°N 18.79472°E,415(415/0),±500,1000.0,2017,Thyr,Supplier: Toshiba (converter stations); Nexans (cables).,[80][81][82],14.125,42.39472222222222,18.794722222222223,42.3175 +Western HVDC Link,UK - Hunterston 55°43′16″N 4°53′7″W / 55.72111°N 4.88528°W,UK - Flintshire Bridge 53°13′54″N 3°1′58″W / 53.23167°N 3.03278°W,422(422/0),600,2200.0,2017-18,Thyr,"Supplier: Prysmian Group- SiemensFirst subsea 600kV link",[83][84],-4.885277777777778,55.721111111111114,-3.0327777777777776,53.23166666666667 +NORD.LINK,Norway - Tonstad 58°40′07″N 6°45′16″E / 58.66861°N 6.75444°E,Germany - Wilster 53°55′18″N 9°20′41″E / 53.92167°N 9.34472°E,623(570/53),525,1400.0,2020,IGBT,Supplier: ABB,[105][106][107],6.754444444444444,58.66861111111111,9.344722222222222,53.92166666666667 diff --git a/data/links_tyndp.csv b/data/links_tyndp.csv new file mode 100644 index 00000000..a0603120 --- /dev/null +++ b/data/links_tyndp.csv @@ -0,0 +1,28 @@ +Name,Converterstation 1,Converterstation 2,Length (given) (km),Length (distance*1.2) (km),Power (MW),status,replaces,Ref,x1,y1,x2,y2 +Biscay Gulf,Gatica (ES),Cubnezais (FR),370,,2200,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/16,-2.867,43.367,-0.408943,45.074191 +Italy-France,Piossasco (IT),Grand Ile (FR),190,,1000,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/21,7.468,44.9898,6.045,45.472 +IFA2,Tourbe (FR),Chilling (GB),,247.2,1000,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/25,-0.172042,49.083593,-1.277269,50.839338 +Italy-Montenegro,Villanova (IT),Latsva (MT),445,,1200,under construction,Link.14539,https://tyndp.entsoe.eu/tyndp2018/projects/projects/28,14.125,42.3947222222222,18.7947222222222,42.3175 +NordLink,Tonstad (NO),Wilster (DE),514,,1400,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/37,6.716948,58.662631,9.373979,53.922479 +COBRA cable,Endrup (DK),Eemshaven (NL),325,,700,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/71,8.718392,55.523115,6.835494,53.438589 +Thames Estuary Cluster (NEMO-Link),Richborough (GB),Gezelle (BE),140,,1000,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/74,1.324854,51.295891,3.23043,51.24902 +Anglo-Scottish -1,Hunterston (UK),Deeside (UK),422,,2400,built,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/77,-4.898329,55.723331,-3.032972,53.199735 +ALEGrO,Lixhe (BE),Oberzier (DE),100,,1000,built,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/92,5.67933,50.7567965,6.474704,50.867532 +North Sea Link,Kvilldal (NO),Blythe (GB),720,,1400,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/110,6.637527,59.515096,-1.510277,55.126957 +HVDC SuedOstLink,Wolmirstedt (DE),Isar (DE),,557,2000,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/130,11.629014,52.252137,12.091596,48.080837 +HVDC Line A-North,Emden East (DE),Osterath (DE),,284,2000,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/132,7.206009,53.359403,6.619451,51.272935 +France-Alderney-Britain,Exeter (UK),Menuel (FR),220,,1400,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/153,-3.533899,50.718412,-1.469216,49.509594 +Viking DKW-GB,Bicker Fen (GB),Revsing (DK),,807,1400,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/167,-0.203587,52.93979,9.178363,55.509166 +ElecLink,Sellindge (UK),Mandarins (FR),,72,1000,under construction,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/172,0.975555555555556,51.1058333333333,1.78472222222222,50.9030555555556 +Greenconnector,Verderio (IT),Sils i.D. (CH),150,,1000,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/174,9.439781,45.668539,9.76569,46.432156 +Hansa PowerBridge I,Hurva (SE),Guestrow (DE),,283,700,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/176,13.6022222222222,55.8330555555556,12.189538,53.803155 +NorthConnect,Simadalen (NO),Peterhead (UK),650,,1400,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/190,7.16027,60.500527,-1.784066,57.508123 +HVDC SuedLink,Wilster (DE),Großgartach (DE),,637,4000,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/235,9.373979,53.922479,9.117193,49.145157 +AQUIND Interconnector,Lovedean (GB),Barnabos (FR),254,,2000,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/247,-1.020512,50.908244,0.991736,49.656631 +HVDC Ultranet,Osterath (DE),Philippsburg (DE),,314,600,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/254,6.619451,51.272935,8.458036,49.235253 +Gridlink,Kingsnorth (UK),Warande (FR),160,,1400,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/285,0.596111111111111,51.41972,2.376776,51.034368 +NeuConnect,Grain (UK),Fedderwarden (DE),680,,1400,in permitting,,https://tyndp.entsoe.eu/tyndp2018/projects/projects/309,0.716666666666667,51.44,8.046524,53.562763 +NordBalt,Klaipeda (LT),Nybro (SE),450,,700,built,,https://en.wikipedia.org/wiki/NordBalt,21.256667,55.681667,15.854167,56.767778 +Estlink 1,Harku (EE),Espoo (FI),105,,350,built,,https://en.wikipedia.org/wiki/Estlink,24.560278,59.384722,24.551667,60.203889 +Greenlink,Waterford (IE),Pembroke (UK),,180,500,under construction,,https://tyndp2022-project-platform.azurewebsites.net/projectsheets/transmission/286,-6.987,52.260,-4.986,51.686 +Celtic Interconnector,Aghada (IE),La Martyre (FR),,572,700,under consideration,,https://tyndp2022-project-platform.azurewebsites.net/projectsheets/transmission/107,-8.16642,51.91413,-4.184,48.459 diff --git a/data/nuclear_p_max_pu.csv b/data/nuclear_p_max_pu.csv new file mode 100644 index 00000000..7bc54455 --- /dev/null +++ b/data/nuclear_p_max_pu.csv @@ -0,0 +1,16 @@ +country,factor +BE,0.65 +BG,0.89 +CZ,0.82 +FI,0.92 +FR,0.70 +DE,0.88 +HU,0.90 +NL,0.86 +RO,0.92 +SK,0.89 +SI,0.94 +ES,0.89 +SE,0.82 +CH,0.86 +GB,0.67 diff --git a/data/parameter_corrections.yaml b/data/parameter_corrections.yaml new file mode 100644 index 00000000..df15738a --- /dev/null +++ b/data/parameter_corrections.yaml @@ -0,0 +1,67 @@ +Link: + p_nom: + oid: + "32508": 400 #BorWin1 + "32513": 900 # DolWin 2 + "32515": 900 # DolWin 3 + "32517": 576 # HelWin 1 + "32526": 250 # GB-IE + "32528": 300 # Links on Corse + "32521": 300 # Links on Corse + "32529": 300 # SACOI (between Sardinia and Corse) + "32533": 300 # SACOI (between Sardinia and Corse) + "32550": 600 # Baltic + "115391": 1200 # Caithness Moray HVDC + "115000": 1200 # Caithness Moray HVDC + index: + "14804": 1400 # North-Sea link (NSN Link) + "14822": 700 # NO-DK Skagerrak 4 + "14827": 440 # NO-DK Skagerrak 3 + "14810": 500 # NO-DK Skagerrak 1-2 + "11679": 940 # NO-DK Skagerrak joint 1-3 + "14806": 1440 # SE-SE + "14819": 250 # Hassing-Lindome + "14803": 700 # Cobra DK-NL + "T6": 1000 # NEMO GB-BE + "14801": 1000 # ALEGrO BE-DE + "14807": 600 # SwePol + "14820": 700 #NordBalt + bus0: + index: + "8708": "6443" # fix bus-id of substation in GB + "8009": "5896" # fix bus-id of substation in GB + "11679": "6365" # fix bus-id of substation in NO + "12727": "7427" # bus0 == bus1 to remove link in remove_unconnected_components (GB-BE) + "5558": "7427" # bus0 == bus1 to remove link in remove_unconnected_components (GB-BE) + "5583": "7428" # bus0 == bus1 to remove link in remove_unconnected_components (Sardinia) + "13588": "7428" # bus0 == bus1 to remove link in remove_unconnected_components (Sardinia) + "T23": "6355" # bus0 == bus1 to remove link in remove_unconnected_components (NordBalt) + "14815": "5939" # Kainachtal + "8706": "6448" + bus1: + index: + "12931": "8152" # BorWin3 + "5582": "2382" # combine link 5583 + 5582 in 5582 (Sardinia) + "13589": "1349" # combine link 13589 + 13588 in 13589 (Sardinia) + "14820": "6354" # NordBalt + "14810": "6365" # Skagerrak + "8708": "6448" + "8394": "6695" + "14813": "7052" + "8009": "5939" + "5601": "7052" # Link Sweden - Lübeck + length: + index: + "5582": 26.39 # new length of combined links (sum) + "13589": 509.0 # new length of combined links (sum) +Line: + bus1: + index: + "14573": "7950" #fix bus-id substation in PT (220/380kV issue) + bus0: + index: + "14573": "7179" #fix bus-id substation in PT (220/380kV issue) + "14756": "8577" # Deeside connection + v_nom: + index: + "14573": 220 # 220/380kV issue of substation in PT diff --git a/data/sustainable_egs_potential.xlsx b/data/sustainable_egs_potential.xlsx new file mode 100644 index 00000000..33f5bc4d Binary files /dev/null and b/data/sustainable_egs_potential.xlsx differ diff --git a/doc/Makefile b/doc/Makefile index be901185..a2ae2428 100644 --- a/doc/Makefile +++ b/doc/Makefile @@ -1,3 +1,7 @@ +# SPDX-FileCopyrightText: 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + # Makefile for Sphinx documentation # diff --git a/doc/conf.py b/doc/conf.py index 1e603b78..4b3978af 100644 --- a/doc/conf.py +++ b/doc/conf.py @@ -1,3 +1,8 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: 20017-2020 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + # -*- coding: utf-8 -*- # # PyPSA documentation build configuration file, created by @@ -13,7 +18,6 @@ # serve to show the default. import os -import shlex import sys # If extensions (or modules to document with autodoc) are in another directory, @@ -38,6 +42,7 @@ "sphinx.ext.mathjax", "sphinx.ext.napoleon", "sphinx.ext.graphviz", + "sphinxcontrib.bibtex", #'sphinx.ext.pngmath', #'sphinxcontrib.tikz', #'rinoh.frontend.sphinx', @@ -47,6 +52,9 @@ autodoc_default_flags = ["members"] autosummary_generate = True +bibtex_bibfiles = ["publications.bib"] +bibtex_default_style = "unsrt" + # Add any paths that contain templates here, relative to this directory. templates_path = ["_templates"] @@ -62,25 +70,25 @@ master_doc = "index" # General information about the project. -project = "PyPSA-Eur-Sec" -copyright = "2019-2023 Tom Brown (KIT, TUB), Marta Victoria (Aarhus University), Lisa Zeyen (KIT, TUB), Fabian Neumann (TUB)" -author = "2019-2023 Tom Brown (KIT, TUB), Marta Victoria (Aarhus University), Lisa Zeyen (KIT, TUB), Fabian Neumann (TUB)" +project = "PyPSA-Eur" +copyright = "2017-2023 Tom Brown (KIT, TUB, FIAS), Jonas Hoersch (KIT, FIAS), Fabian Hofmann (TUB, FIAS), Fabian Neumann (TUB, KIT), Marta Victoria (Aarhus University), Lisa Zeyen (KIT, TUB)" +author = "Tom Brown (KIT, TUB, FIAS), Jonas Hoersch (KIT, FIAS), Fabian Hofmann (TUB, FIAS), Fabian Neumann (TUB, KIT), Marta Victoria (Aarhus University), Lisa Zeyen (KIT, TUB)" # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. -version = "0.7" +version = "0.8" # The full version, including alpha/beta/rc tags. -release = "0.7.0" +release = "0.8.0" # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. # # This is also used if you do content translation via gettext catalogs. # Usually you set "language" from the command line for these cases. -language = None +language = "en" # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: @@ -124,14 +132,15 @@ # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. -html_theme = "sphinx_rtd_theme" +html_theme = "sphinx_book_theme" # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. html_theme_options = { - "display_version": True, - "sticky_navigation": True, + "repository_url": "https://github.com/pypsa/pypsa-eur", + "use_repository_button": True, + "show_navbar_depth": 1, } @@ -140,30 +149,26 @@ # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". -# html_title = None +html_title = "PyPSA-Eur" # A shorter title for the navigation bar. Default is the same as html_title. -# html_short_title = None +html_short_title = "PyPSA-Eur" # The name of an image file (relative to this directory) to place at the top # of the sidebar. -# html_logo = None +html_logo = "img/pypsa-logo.png" # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. # html_favicon = None -# Add any paths that contain custom static files (such as style sheets) here, -# relative to this directory. They are copied after the builtin static files, -# so a file named "default.css" will overwrite the builtin "default.css". -html_static_path = ["_static"] +# These folders are copied to the documentation's HTML output +# html_static_path = ["_static"] -html_context = { - "css_files": [ - "_static/theme_overrides.css", # override wide tables in RTD theme - ], -} +# These paths are either relative to html_static_path +# or fully qualified paths (eg. https://...) +# html_css_files = ["theme_overrides.css"] # Add any extra paths that contain custom files (such as robots.txt or # .htaccess) here, relative to this directory. These files are copied @@ -226,7 +231,7 @@ # html_search_scorer = 'scorer.js' # Output file base name for HTML help builder. -htmlhelp_basename = "PyPSAEurSecdoc" +htmlhelp_basename = "PyPSAEurdoc" # -- Options for LaTeX output --------------------------------------------- @@ -245,13 +250,7 @@ # (source start file, target name, title, # author, documentclass [howto, manual, or own class]). latex_documents = [ - ( - master_doc, - "PyPSA-Eur-Sec.tex", - "PyPSA-Eur-Sec Documentation", - "author", - "manual", - ), + (master_doc, "PyPSA-Eur.tex", "PyPSA-Eur Documentation", "author", "manual"), ] @@ -259,8 +258,8 @@ rinoh_documents = [ ( master_doc, # top-level file (index.rst) - "PyPSA-Eur-Sec", # output (target.pdf) - "PyPSA-Eur-Sec Documentation", # document title + "PyPSA-Eur", # output (target.pdf) + "PyPSA-Eur Documentation", # document title "author", ) ] # document author @@ -291,7 +290,7 @@ # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). -man_pages = [(master_doc, "pypsa-eur-sec", "PyPSA-Eur-Sec Documentation", [author], 1)] +man_pages = [(master_doc, "pypsa-eur", "PyPSA-Eur Documentation", [author], 1)] # If true, show URL addresses after external links. # man_show_urls = False @@ -305,10 +304,10 @@ texinfo_documents = [ ( master_doc, - "PyPSA-Eur-Sec", - "PyPSA-Eur-Sec Documentation", + "PyPSA-Eur", + "PyPSA-Eur Documentation", author, - "PyPSA-Eur-Sec", + "PyPSA-Eur", "One line description of project.", "Miscellaneous", ), diff --git a/doc/configtables/atlite.csv b/doc/configtables/atlite.csv new file mode 100644 index 00000000..0b01005d --- /dev/null +++ b/doc/configtables/atlite.csv @@ -0,0 +1,13 @@ +,Unit,Values,Description +default_cutout,--,str,"Defines a default cutout." +nprocesses,--,int,"Number of parallel processes in cutout preparation" +show_progress,bool,true/false,"Whether progressbar for atlite conversion processes should be shown. False saves time." +cutouts,,, +-- {name},--,"Convention is to name cutouts like ``--`` (e.g. ``europe-2013-era5``).","Name of the cutout netcdf file. The user may specify multiple cutouts under configuration ``atlite: cutouts:``. Reference is used in configuration ``renewable: {technology}: cutout:``. The cutout ``base`` may be used to automatically calculate temporal and spatial bounds of the network." +-- -- module,--,"Subset of {'era5','sarah'}","Source of the reanalysis weather dataset (e.g. `ERA5 `_ or `SARAH-2 `_)" +-- -- x,°,"Float interval within [-180, 180]","Range of longitudes to download weather data for. If not defined, it defaults to the spatial bounds of all bus shapes." +-- -- y,°,"Float interval within [-90, 90]","Range of latitudes to download weather data for. If not defined, it defaults to the spatial bounds of all bus shapes." +-- -- dx,°,"Larger than 0.25","Grid resolution for longitude" +-- -- dy,°,"Larger than 0.25","Grid resolution for latitude" +-- -- time,,"Time interval within ['1979', '2018'] (with valid pandas date time strings)","Time span to download weather data for. If not defined, it defaults to the time interval spanned by the snapshots." +-- -- features,,"String or list of strings with valid cutout features ('inlfux', 'wind').","When freshly building a cutout, retrieve data only for those features. If not defined, it defaults to all available features." diff --git a/doc/configtables/clustering.csv b/doc/configtables/clustering.csv new file mode 100644 index 00000000..f13d8cbd --- /dev/null +++ b/doc/configtables/clustering.csv @@ -0,0 +1,17 @@ +,Unit,Values,Description +simplify_network,,, +-- to_substations,bool,"{'true','false'}","Aggregates all nodes without power injection (positive or negative, i.e. demand or generation) to electrically closest ones" +-- algorithm,str,"One of {‘kmeans’, ‘hac’, ‘modularity‘}", +-- feature,str,"Str in the format ‘carrier1+carrier2+...+carrierN-X’, where CarrierI can be from {‘solar’, ‘onwind’, ‘offwind’, ‘ror’} and X is one of {‘cap’, ‘time’}.", +-- exclude_carriers,list,"List of Str like [ 'solar', 'onwind'] or empy list []","List of carriers which will not be aggregated. If empty, all carriers will be aggregated." +-- remove stubs,bool,"true/false","Controls whether radial parts of the network should be recursively aggregated. Defaults to true." +-- remove_stubs_across_borders,bool,"true/false","Controls whether radial parts of the network should be recursively aggregated across borders. Defaults to true." +cluster_network,,, +-- algorithm,str,"One of {‘kmeans’, ‘hac’}", +-- feature,str,"Str in the format ‘carrier1+carrier2+...+carrierN-X’, where CarrierI can be from {‘solar’, ‘onwind’, ‘offwind’, ‘ror’} and X is one of {‘cap’, ‘time’}.", +-- exclude_carriers,list,"List of Str like [ 'solar', 'onwind'] or empy list []","List of carriers which will not be aggregated. If empty, all carriers will be aggregated." +aggregation_strategies,,, +-- generators,,, +-- -- {key},str,"{key} can be any of the component of the generator (str). It’s value can be any that can be converted to pandas.Series using getattr(). For example one of {min, max, sum}.","Aggregates the component according to the given strategy. For example, if sum, then all values within each cluster are summed to represent the new generator." +-- buses,,, +-- -- {key},str,"{key} can be any of the component of the bus (str). It’s value can be any that can be converted to pandas.Series using getattr(). For example one of {min, max, sum}.","Aggregates the component according to the given strategy. For example, if sum, then all values within each cluster are summed to represent the new bus." diff --git a/doc/configtables/conventional.csv b/doc/configtables/conventional.csv new file mode 100644 index 00000000..fb031197 --- /dev/null +++ b/doc/configtables/conventional.csv @@ -0,0 +1,3 @@ +,Unit,Values,Description +{name},--,"string","For any carrier/technology overwrite attributes as listed below." +-- {attribute},--,"string or float","For any attribute, can specify a float or reference to a file path to a CSV file giving floats for each country (2-letter code)." diff --git a/doc/configtables/costs.csv b/doc/configtables/costs.csv new file mode 100644 index 00000000..9797d77e --- /dev/null +++ b/doc/configtables/costs.csv @@ -0,0 +1,9 @@ +,Unit,Values,Description +year,--,"YYYY; e.g. '2030'","Year for which to retrieve cost assumptions of ``resources/costs.csv``." +version,--,"vX.X.X; e.g. 'v0.5.0'","Version of ``technology-data`` repository to use." +rooftop_share,--,float,"Share of rooftop PV when calculating capital cost of solar (joint rooftop and utility-scale PV)." +fill_values,--,float,"Default values if not specified for a technology in ``resources/costs.csv``." +capital_cost,EUR/MW,"Keys should be in the 'technology' column of ``resources/costs.csv``. Values can be any float.","For the given technologies, assumptions about their capital investment costs are set to the corresponding value. Optional; overwrites cost assumptions from ``resources/costs.csv``." +marginal_cost,EUR/MWh,"Keys should be in the 'technology' column of ``resources/costs.csv``. Values can be any float.","For the given technologies, assumptions about their marginal operating costs are set to the corresponding value. Optional; overwrites cost assumptions from ``resources/costs.csv``." +emission_prices,,,"Specify exogenous prices for emission types listed in ``network.carriers`` to marginal costs." +-- co2,EUR/t,float,"Exogenous price of carbon-dioxide added to the marginal costs of fossil-fuelled generators according to their carbon intensity. Added through the keyword ``Ep`` in the ``{opts}`` wildcard only in the rule :mod:`prepare_network``." diff --git a/doc/configtables/electricity.csv b/doc/configtables/electricity.csv new file mode 100644 index 00000000..9cf23ebf --- /dev/null +++ b/doc/configtables/electricity.csv @@ -0,0 +1,29 @@ +,Unit,Values,Description +voltages,kV,"Any subset of {220., 300., 380.}",Voltage levels to consider +gaslimit,MWhth,"float or false",Global gas usage limit +co2limit,:math:`t_{CO_2-eq}/a`,float,Cap on total annual system carbon dioxide emissions +co2base,:math:`t_{CO_2-eq}/a`,float,Reference value of total annual system carbon dioxide emissions if relative emission reduction target is specified in ``{opts}`` wildcard. +agg_p_nom_limits,file,path,Reference to ``.csv`` file specifying per carrier generator nominal capacity constraints for individual countries if ``'CCL'`` is in ``{opts}`` wildcard. Defaults to ``data/agg_p_nom_minmax.csv``. +operational_reserve,,,"Settings for reserve requirements following like `GenX `_" +-- activate,bool,"true or false","Whether to take operational reserve requirements into account during optimisation" +-- epsilon_load,--,float,share of total load +-- epsilon_vres,--,float,share of total renewable supply +-- contingency,MW,float,fixed reserve capacity +max_hours,,, +-- battery,h,float,Maximum state of charge capacity of the battery in terms of hours at full output capacity ``p_nom``. Cf. `PyPSA documentation `_. +-- H2,h,float,Maximum state of charge capacity of the hydrogen storage in terms of hours at full output capacity ``p_nom``. Cf. `PyPSA documentation `_. +extendable_carriers,,, +-- Generator,--,"Any extendable carrier","Defines existing or non-existing conventional and renewable power plants to be extendable during the optimization. Conventional generators can only be built/expanded where already existent today. If a listed conventional carrier is not included in the ``conventional_carriers`` list, the lower limit of the capacity expansion is set to 0." +-- StorageUnit,--,"Any subset of {'battery','H2'}",Adds extendable storage units (battery and/or hydrogen) at every node/bus after clustering without capacity limits and with zero initial capacity. +-- Store,--,"Any subset of {'battery','H2'}",Adds extendable storage units (battery and/or hydrogen) at every node/bus after clustering without capacity limits and with zero initial capacity. +-- Link,--,Any subset of {'H2 pipeline'},Adds extendable links (H2 pipelines only) at every connection where there are lines or HVDC links without capacity limits and with zero initial capacity. Hydrogen pipelines require hydrogen storage to be modelled as ``Store``. +powerplants_filter,--,"use `pandas.query `_ strings here, e.g. Country not in ['Germany']",Filter query for the default powerplant database. +custom_powerplants,--,"use `pandas.query `_ strings here, e.g. Country in ['Germany']",Filter query for the custom powerplant database. +conventional_carriers,--,"Any subset of {nuclear, oil, OCGT, CCGT, coal, lignite, geothermal, biomass}","List of conventional power plants to include in the model from ``resources/powerplants.csv``. If an included carrier is also listed in `extendable_carriers`, the capacity is taken as a lower bound." +renewable_carriers,--,"Any subset of {solar, onwind, offwind-ac, offwind-dc, hydro}",List of renewable generators to include in the model. +estimate_renewable_capacities,,, +-- enable,,bool,"Activate routine to estimate renewable capacities" +-- from_opsd,--,bool,"Add capacities from OPSD data" +-- year,--,bool,"Renewable capacities are based on existing capacities reported by IRENA for the specified year" +-- expansion_limit,--,float or false,"Artificially limit maximum capacities to factor * (IRENA capacities), i.e. 110% of 's capacities => expansion_limit: 1.1 false: Use estimated renewable potentials determine by the workflow" +-- technology_mapping,,,"Mapping between powerplantmatching and PyPSA-Eur technology names" diff --git a/doc/configtables/enable.csv b/doc/configtables/enable.csv new file mode 100644 index 00000000..8a543b46 --- /dev/null +++ b/doc/configtables/enable.csv @@ -0,0 +1,10 @@ +,Unit,Values,Description +prepare_links_p_nom,bool,"{true, false}","Switch to retrieve current HVDC projects from `Wikipedia `_" +retrieve_databundle,bool,"{true, false}","Switch to retrieve databundle from zenodo via the rule :mod:`retrieve_databundle` or whether to keep a custom databundle located in the corresponding folder." +retrieve_sector_databundle,bool,"{true, false}","Switch to retrieve sector databundle from zenodo via the rule :mod:`retrieve_sector_databundle` or whether to keep a custom databundle located in the corresponding folder." +retrieve_cost_data,bool,"{true, false}","Switch to retrieve technology cost data from `technology-data repository `_." +build_cutout,bool,"{true, false}","Switch to enable the building of cutouts via the rule :mod:`build_cutout`." +retrieve_cutout,bool,"{true, false}","Switch to enable the retrieval of cutouts from zenodo with :mod:`retrieve_cutout`." +build_natura_raster,bool,"{true, false}","Switch to enable the creation of the raster ``natura.tiff`` via the rule :mod:`build_natura_raster`." +retrieve_natura_raster,bool,"{true, false}","Switch to enable the retrieval of ``natura.tiff`` from zenodo with :mod:`retrieve_natura_raster`." +custom_busmap,bool,"{true, false}","Switch to enable the use of custom busmaps in rule :mod:`cluster_network`. If activated the rule looks for provided busmaps at ``data/custom_busmap_elec_s{simpl}_{clusters}.csv`` which should have the same format as ``resources/busmap_elec_s{simpl}_{clusters}.csv``, i.e. the index should contain the buses of ``networks/elec_s{simpl}.nc``." diff --git a/doc/configtables/hydro.csv b/doc/configtables/hydro.csv new file mode 100644 index 00000000..fc53334e --- /dev/null +++ b/doc/configtables/hydro.csv @@ -0,0 +1,6 @@ +,Unit,Values,Description +cutout,--,"Must be 'europe-2013-era5'","Specifies the directory where the relevant weather data ist stored." +carriers,--,"Any subset of {'ror', 'PHS', 'hydro'}","Specifies the types of hydro power plants to build per-unit availability time series for. 'ror' stands for run-of-river plants, 'PHS' represents pumped-hydro storage, and 'hydro' stands for hydroelectric dams." +PHS_max_hours,h,float,"Maximum state of charge capacity of the pumped-hydro storage (PHS) in terms of hours at full output capacity ``p_nom``. Cf. `PyPSA documentation `_." +hydro_max_hours,h,"Any of {float, 'energy_capacity_totals_by_country', 'estimate_by_large_installations'}","Maximum state of charge capacity of the pumped-hydro storage (PHS) in terms of hours at full output capacity ``p_nom`` or heuristically determined. Cf. `PyPSA documentation `_." +clip_min_inflow,MW,float,"To avoid too small values in the inflow time series, values below this threshold are set to zero." diff --git a/doc/data.csv b/doc/configtables/licenses-sector.csv similarity index 98% rename from doc/data.csv rename to doc/configtables/licenses-sector.csv index 0efed84d..d65d3b36 100644 --- a/doc/data.csv +++ b/doc/configtables/licenses-sector.csv @@ -10,7 +10,6 @@ BASt emobility statistics,emobility/,unknown,http://www.bast.de/DE/Verkehrstechn BDEW heating profile,heat_load_profile_BDEW.csv,unknown,https://github.com/oemof/demandlib heating profiles for Aarhus,heat_load_profile_DK_AdamJensen.csv,unknown,Adam Jensen MA thesis at Aarhus University George Lavidas wind/wave costs,WindWaveWEC_GLTB.xlsx,unknown,George Lavidas -country codes,Country_codes.csv,CC BY 4.0,Marta Victoria co2 budgets,co2_budget.csv,CC BY 4.0,https://arxiv.org/abs/2004.11009 existing heating potentials,existing_infrastructure/existing_heating_raw.csv,unknown,https://ec.europa.eu/energy/studies/mapping-and-analyses-current-and-future-2020-2030-heatingcooling-fuel-deployment_en?redir=1 IRENA existing VRE capacities,existing_infrastructure/{solar|onwind|offwind}_capcity_IRENA.csv,unknown,https://www.irena.org/Statistics/Download-Data diff --git a/doc/configtables/licenses.csv b/doc/configtables/licenses.csv new file mode 100644 index 00000000..3e25f5df --- /dev/null +++ b/doc/configtables/licenses.csv @@ -0,0 +1,14 @@ +"Files","BY","NC","SA","Mark Changes",Detail +"corine/*","x",,,"x",https://land.copernicus.eu/pan-european/corine-land-cover/clc-2012?tab=metadata +"eez/*","x","x","x",,http://www.marineregions.org/disclaimer.php +"natura/*","x",,,,https://www.eea.europa.eu/data-and-maps/data/natura-10#tab-metadata +"naturalearth/*",,,,,http://www.naturalearthdata.com/about/terms-of-use/ +"NUTS_2013 _60M_SH/*","x","x",,"x",https://ec.europa.eu/eurostat/web/gisco/geodata/reference-data/administrative-units-statistical-units +"cantons.csv","x",,"x",,https://en.wikipedia.org/wiki/Data_codes_for_Switzerland +"EIA_hydro_generation _2000_2014.csv","x",,,,https://www.eia.gov/about/copyrights_reuse.php +"GEBCO_2014_2D.nc","x",,,,https://www.gebco.net/data_and_products/gridded_bathymetry_data/documents/gebco_2014_historic.pdf +"hydro_capacities.csv","x",,,, +"je-e-21.03.02.xls","x","x",,,https://www.bfs.admin.ch/bfs/en/home/fso/swiss-federal-statistical-office/terms-of-use.html +"nama_10r_3 gdp.tsv.gz","x",,,"x",https://ec.europa.eu/eurostat/about/policies/copyright +"nama_10r_3 popgdp.tsv.gz","x",,,"x",https://ec.europa.eu/eurostat/about/policies/copyright +"time_series_60min _singleindex_filtered.csv","x",,,,https://data.open-power-system-data.org/time_series/2019-06-05/README.md diff --git a/doc/configtables/lines.csv b/doc/configtables/lines.csv new file mode 100644 index 00000000..ddf02e54 --- /dev/null +++ b/doc/configtables/lines.csv @@ -0,0 +1,6 @@ +,Unit,Values,Description +types,--,"Values should specify a `line type in PyPSA `_. Keys should specify the corresponding voltage level (e.g. 220., 300. and 380. kV)","Specifies line types to assume for the different voltage levels of the ENTSO-E grid extraction. Should normally handle voltage levels 220, 300, and 380 kV" +s_max_pu,--,"Value in [0.,1.]","Correction factor for line capacities (``s_nom``) to approximate :math:`N-1` security and reserve capacity for reactive power flows" +s_nom_max,MW,"float","Global upper limit for the maximum capacity of each extendable line." +length_factor,--,float,"Correction factor to account for the fact that buses are *not* connected by lines through air-line distance." +under_construction,--,"One of {'zero': set capacity to zero, 'remove': remove completely, 'keep': keep with full capacity}","Specifies how to handle lines which are currently under construction." diff --git a/doc/configtables/links.csv b/doc/configtables/links.csv new file mode 100644 index 00000000..c9981dc7 --- /dev/null +++ b/doc/configtables/links.csv @@ -0,0 +1,5 @@ +,Unit,Values,Description +p_max_pu,--,"Value in [0.,1.]","Correction factor for link capacities ``p_nom``." +p_nom_max,MW,"float","Global upper limit for the maximum capacity of each extendable DC link." +include_tyndp,bool,"{'true', 'false'}","Specifies whether to add HVDC link projects from the `TYNDP 2018 `_ which are at least in permitting." +under_construction,--,"One of {'zero': set capacity to zero, 'remove': remove completely, 'keep': keep with full capacity}","Specifies how to handle lines which are currently under construction." diff --git a/doc/configtables/load.csv b/doc/configtables/load.csv new file mode 100644 index 00000000..6e98f881 --- /dev/null +++ b/doc/configtables/load.csv @@ -0,0 +1,6 @@ +,Unit,Values,Description +power_statistics,bool,"{true, false}",Whether to load the electricity consumption data of the ENTSOE power statistics (only for files from 2019 and before) or from the ENTSOE transparency data (only has load data from 2015 onwards). +interpolate_limit,hours,integer,"Maximum gap size (consecutive nans) which interpolated linearly." +time_shift_for_large_gaps,string,string,"Periods which are used for copying time-slices in order to fill large gaps of nans. Have to be valid ``pandas`` period strings." +manual_adjustments,bool,"{true, false}","Whether to adjust the load data manually according to the function in :func:`manual_adjustment`." +scaling_factor,--,float,"Global correction factor for the load time series." diff --git a/doc/configtables/offwind-ac.csv b/doc/configtables/offwind-ac.csv new file mode 100644 index 00000000..6b756799 --- /dev/null +++ b/doc/configtables/offwind-ac.csv @@ -0,0 +1,16 @@ +,Unit,Values,Description +cutout,--,"Should be a folder listed in the configuration ``atlite: cutouts:`` (e.g. 'europe-2013-era5') or reference an existing folder in the directory ``cutouts``. Source module must be ERA5.","Specifies the directory where the relevant weather data ist stored." +resource,,, +-- method,--,"Must be 'wind'","A superordinate technology type." +-- turbine,--,"One of turbine types included in `atlite `_","Specifies the turbine type and its characteristic power curve." +capacity_per_sqkm,:math:`MW/km^2`,float,"Allowable density of wind turbine placement." +correction_factor,--,float,"Correction factor for capacity factor time series." +excluder_resolution,m,float,"Resolution on which to perform geographical elibility analysis." +corine,--,"Any *realistic* subset of the `CORINE Land Cover code list `_","Specifies areas according to CORINE Land Cover codes which are generally eligible for AC-connected offshore wind turbine placement." +natura,bool,"{true, false}","Switch to exclude `Natura 2000 `_ natural protection areas. Area is excluded if ``true``." +ship_threshold,--,float,"Ship density threshold from which areas are excluded." +max_depth,m,float,"Maximum sea water depth at which wind turbines can be build. Maritime areas with deeper waters are excluded in the process of calculating the AC-connected offshore wind potential." +min_shore_distance,m,float,"Minimum distance to the shore below which wind turbines cannot be build. Such areas close to the shore are excluded in the process of calculating the AC-connected offshore wind potential." +max_shore_distance,m,float,"Maximum distance to the shore above which wind turbines cannot be build. Such areas close to the shore are excluded in the process of calculating the AC-connected offshore wind potential." +potential,--,"One of {'simple', 'conservative'}","Method to compute the maximal installable potential for a node; confer :ref:`renewableprofiles`" +clip_p_max_pu,p.u.,float,"To avoid too small values in the renewables` per-unit availability time series values below this threshold are set to zero." diff --git a/doc/configtables/offwind-dc.csv b/doc/configtables/offwind-dc.csv new file mode 100644 index 00000000..1f72228a --- /dev/null +++ b/doc/configtables/offwind-dc.csv @@ -0,0 +1,16 @@ +,Unit,Values,Description +cutout,--,"Should be a folder listed in the configuration ``atlite: cutouts:`` (e.g. 'europe-2013-era5') or reference an existing folder in the directory ``cutouts``. Source module must be ERA5.","Specifies the directory where the relevant weather data ist stored." +resource,,, +-- method,--,"Must be 'wind'","A superordinate technology type." +-- turbine,--,"One of turbine types included in `atlite `__","Specifies the turbine type and its characteristic power curve." +capacity_per_sqkm,:math:`MW/km^2`,float,"Allowable density of wind turbine placement." +correction_factor,--,float,"Correction factor for capacity factor time series." +excluder_resolution,m,float,"Resolution on which to perform geographical elibility analysis." +corine,--,"Any *realistic* subset of the `CORINE Land Cover code list `_","Specifies areas according to CORINE Land Cover codes which are generally eligible for AC-connected offshore wind turbine placement." +natura,bool,"{true, false}","Switch to exclude `Natura 2000 `_ natural protection areas. Area is excluded if ``true``." +ship_threshold,--,float,"Ship density threshold from which areas are excluded." +max_depth,m,float,"Maximum sea water depth at which wind turbines can be build. Maritime areas with deeper waters are excluded in the process of calculating the AC-connected offshore wind potential." +min_shore_distance,m,float,"Minimum distance to the shore below which wind turbines cannot be build." +max_shore_distance,m,float,"Maximum distance to the shore above which wind turbines cannot be build." +potential,--,"One of {'simple', 'conservative'}","Method to compute the maximal installable potential for a node; confer :ref:`renewableprofiles`" +clip_p_max_pu,p.u.,float,"To avoid too small values in the renewables` per-unit availability time series values below this threshold are set to zero." diff --git a/doc/configtables/onwind.csv b/doc/configtables/onwind.csv new file mode 100644 index 00000000..ba9482e5 --- /dev/null +++ b/doc/configtables/onwind.csv @@ -0,0 +1,15 @@ +,Unit,Values,Description +cutout,--,"Should be a folder listed in the configuration ``atlite: cutouts:`` (e.g. 'europe-2013-era5') or reference an existing folder in the directory ``cutouts``. Source module must be ERA5.","Specifies the directory where the relevant weather data ist stored." +resource,,, +-- method,--,"Must be 'wind'","A superordinate technology type." +-- turbine,--,"One of turbine types included in `atlite `__","Specifies the turbine type and its characteristic power curve." +capacity_per_sqkm,:math:`MW/km^2`,float,"Allowable density of wind turbine placement." +corine,,, +-- grid_codes,--,"Any subset of the `CORINE Land Cover code list `_","Specifies areas according to CORINE Land Cover codes which are generally eligible for wind turbine placement." +-- distance,m,float,"Distance to keep from areas specified in ``distance_grid_codes``" +-- distance_grid_codes,--,"Any subset of the `CORINE Land Cover code list `_","Specifies areas according to CORINE Land Cover codes to which wind turbines must maintain a distance specified in the setting ``distance``." +natura,bool,"{true, false}","Switch to exclude `Natura 2000 `_ natural protection areas. Area is excluded if ``true``." +potential,--,"One of {'simple', 'conservative'}","Method to compute the maximal installable potential for a node; confer :ref:`renewableprofiles`" +clip_p_max_pu,p.u.,float,"To avoid too small values in the renewables` per-unit availability time series values below this threshold are set to zero." +correction_factor,--,float,"Correction factor for capacity factor time series." +excluder_resolution,m,float,"Resolution on which to perform geographical elibility analysis." diff --git a/doc/configtables/opts.csv b/doc/configtables/opts.csv new file mode 100644 index 00000000..b468be6e --- /dev/null +++ b/doc/configtables/opts.csv @@ -0,0 +1,12 @@ +Trigger, Description, Definition, Status +``nH``; i.e. ``2H``-``6H``, Resample the time-resolution by averaging over every ``n`` snapshots, ``prepare_network``: `average_every_nhours() `_ and its `caller `__), In active use +``nSEG``; e.g. ``4380SEG``, "Apply time series segmentation with `tsam `_ package to ``n`` adjacent snapshots of varying lengths based on capacity factors of varying renewables, hydro inflow and load.", ``prepare_network``: apply_time_segmentation(), In active use +``Co2L``, Add an overall absolute carbon-dioxide emissions limit configured in ``electricity: co2limit``. If a float is appended an overall emission limit relative to the emission level given in ``electricity: co2base`` is added (e.g. ``Co2L0.05`` limits emissisions to 5% of what is given in ``electricity: co2base``), ``prepare_network``: `add_co2limit() `_ and its `caller `__, In active use +``Ep``, Add cost for a carbon-dioxide price configured in ``costs: emission_prices: co2`` to ``marginal_cost`` of generators (other emission types listed in ``network.carriers`` possible as well), ``prepare_network``: `add_emission_prices() `_ and its `caller `__, In active use +``CCL``, Add minimum and maximum levels of generator nominal capacity per carrier for individual countries. These can be specified in the file linked at ``electricity: agg_p_nom_limits`` in the configuration. File defaults to ``data/agg_p_nom_minmax.csv``., ``solve_network``, In active use +``EQ``, "Require each country or node to on average produce a minimal share of its total consumption itself. Example: ``EQ0.5c`` demands each country to produce on average at least 50% of its consumption; ``EQ0.5`` demands each node to produce on average at least 50% of its consumption.", ``solve_network``, In active use +``ATK``, "Require each node to be autarkic. Example: ``ATK`` removes all lines and links. ``ATKc`` removes all cross-border lines and links.", ``prepare_network``, In active use +``BAU``, Add a per-``carrier`` minimal overall capacity; i.e. at least ``40GW`` of ``OCGT`` in Europe; configured in ``electricity: BAU_mincapacities``, ``solve_network``: `add_opts_constraints() `__, Untested +``SAFE``, Add a capacity reserve margin of a certain fraction above the peak demand to which renewable generators and storage do *not* contribute. Ignores network., ``solve_network`` `add_opts_constraints() `__, Untested +``carrier+{c|p|m}factor``,"Alter the capital cost (``c``), installable potential (``p``) or marginal costs (``m``) of a carrier by a factor. Example: ``solar+c0.5`` reduces the capital cost of solar to 50\% of original values.", ``prepare_network``, In active use +``CH4L``,"Add an overall absolute gas limit. If configured in ``electricity: gaslimit`` it is given in MWh thermal, if a float is appended, the overall gaslimit is assumed to be given in TWh thermal (e.g. ``CH4L200`` limits gas dispatch to 200 TWh termal)", ``prepare_network``: ``add_gaslimit()``, In active use diff --git a/doc/configtables/plotting.csv b/doc/configtables/plotting.csv new file mode 100644 index 00000000..bea345ca --- /dev/null +++ b/doc/configtables/plotting.csv @@ -0,0 +1,10 @@ +,Unit,Values,Description +map,,, +-- boundaries,°,"[x1,x2,y1,y2]","Boundaries of the map plots in degrees latitude (y) and longitude (x)" +costs_max,bn Euro,float,"Upper y-axis limit in cost bar plots." +costs_threshold,bn Euro,float,"Threshold below which technologies will not be shown in cost bar plots." +energy_max,TWh,float,"Upper y-axis limit in energy bar plots." +energy_min,TWh,float,"Lower y-axis limit in energy bar plots." +energy_threshold,TWh,float,"Threshold below which technologies will not be shown in energy bar plots." +tech_colors,--,"carrier -> HEX colour code","Mapping from network ``carrier`` to a colour (`HEX colour code `_)." +nice_names,--,"str -> str","Mapping from network ``carrier`` to a more readable name." diff --git a/doc/configtables/run.csv b/doc/configtables/run.csv new file mode 100644 index 00000000..90cf65ad --- /dev/null +++ b/doc/configtables/run.csv @@ -0,0 +1,5 @@ +,Unit,Values,Description +name,--,"any string","Specify a name for your run. Results will be stored under this name." +disable_progrssbar,bool,"{true, false}","Switch to select whether progressbar should be disabled." +shared_resources,bool,"{true, false}","Switch to select whether resources should be shared across runs." +shared_cutouts,bool,"{true, false}","Switch to select whether cutouts should be shared across runs." diff --git a/doc/configtables/scenario.csv b/doc/configtables/scenario.csv new file mode 100644 index 00000000..d456be80 --- /dev/null +++ b/doc/configtables/scenario.csv @@ -0,0 +1,7 @@ +,Unit,Values,Description +simpl,--,cf. :ref:`simpl`,"List of ``{simpl}`` wildcards to run." +clusters,--,cf. :ref:`clusters`,"List of ``{clusters}`` wildcards to run." +ll,--,cf. :ref:`ll`,"List of ``{ll}`` wildcards to run." +opts,--,cf. :ref:`opts`,"List of ``{opts}`` wildcards to run." +sector_opts,--,cf. :ref:`sector_opts`,"List of ``{sector_opts}`` wildcards to run." +planning_horizons,--,cf. :ref:`planning_horizons`,"List of ``{planning_horizon}`` wildcards to run." diff --git a/doc/configtables/sector-opts.csv b/doc/configtables/sector-opts.csv new file mode 100644 index 00000000..5a6b6852 --- /dev/null +++ b/doc/configtables/sector-opts.csv @@ -0,0 +1,11 @@ +Trigger, Description, Definition, Status +``nH``, i.e. ``2H``-``6H``, Resample the time-resolution by averaging over every ``n`` snapshots, ``prepare_network``: `average_every_nhours() `_ and its `caller `__), In active use +``Co2L``, Add an overall absolute carbon-dioxide emissions limit configured in ``electricity: co2limit``. If a float is appended an overall emission limit relative to the emission level given in ``electricity: co2base`` is added (e.g. ``Co2L0.05`` limits emissisions to 5% of what is given in ``electricity: co2base``), ``prepare_network``: `add_co2limit() `_ and its `caller `__, In active use +``carrier+{c|p|m}factor``,"Alter the capital cost (``c``), installable potential (``p``) or marginal costs (``m``) of a carrier by a factor. Example: ``solar+c0.5`` reduces the capital cost of solar to 50\% of original values.", ``prepare_network``, In active use +``T``,Add land transport sector,,In active use +``H``,Add heating sector,,In active use +``B``,Add biomass,,In active use +``I``,Add industry sector,,In active use +``A``,Add agriculture sector,,In active use +``dist``+``n``,Add distribution grid with investment costs of ``n`` times costs in ``data/costs_{cost_year}.csv``,,In active use +``seq``+``n``,Sets the CO2 sequestration potential to ``n`` Mt CO2 per year,,In active use diff --git a/doc/configtables/snapshots.csv b/doc/configtables/snapshots.csv new file mode 100644 index 00000000..d60c78dc --- /dev/null +++ b/doc/configtables/snapshots.csv @@ -0,0 +1,4 @@ +,Unit,Values,Description +start,--,"str or datetime-like; e.g. YYYY-MM-DD","Left bound of date range" +end,--,"str or datetime-like; e.g. YYYY-MM-DD","Right bound of date range" +inclusive,--,"One of {'neither', 'both', ‘left’, ‘right’}","Make the time interval closed to the ``left``, ``right``, or both sides ``both`` or neither side ``None``." diff --git a/doc/configtables/solar.csv b/doc/configtables/solar.csv new file mode 100644 index 00000000..803445d5 --- /dev/null +++ b/doc/configtables/solar.csv @@ -0,0 +1,15 @@ +,Unit,Values,Description +cutout,--,"Should be a folder listed in the configuration ``atlite: cutouts:`` (e.g. 'europe-2013-era5') or reference an existing folder in the directory ``cutouts``. Source module can be ERA5 or SARAH-2.","Specifies the directory where the relevant weather data ist stored that is specified at ``atlite/cutouts`` configuration. Both ``sarah`` and ``era5`` work." +resource,,, +-- method,--,"Must be 'pv'","A superordinate technology type." +-- panel,--,"One of {'Csi', 'CdTe', 'KANENA'} as defined in `atlite `__","Specifies the solar panel technology and its characteristic attributes." +-- orientation,,, +-- -- slope,°,"Realistically any angle in [0., 90.]","Specifies the tilt angle (or slope) of the solar panel. A slope of zero corresponds to the face of the panel aiming directly overhead. A positive tilt angle steers the panel towards the equator." +-- -- azimuth,°,"Any angle in [0., 360.]","Specifies the `azimuth `_ orientation of the solar panel. South corresponds to 180.°." +capacity_per_sqkm,:math:`MW/km^2`,float,"Allowable density of solar panel placement." +correction_factor,--,float,"A correction factor for the capacity factor (availability) time series." +corine,--,"Any subset of the `CORINE Land Cover code list `_","Specifies areas according to CORINE Land Cover codes which are generally eligible for solar panel placement." +natura,bool,"{true, false}","Switch to exclude `Natura 2000 `_ natural protection areas. Area is excluded if ``true``." +potential,--,"One of {'simple', 'conservative'}","Method to compute the maximal installable potential for a node; confer :ref:`renewableprofiles`" +clip_p_max_pu,p.u.,float,"To avoid too small values in the renewables` per-unit availability time series values below this threshold are set to zero." +excluder_resolution,m,float,"Resolution on which to perform geographical elibility analysis." diff --git a/doc/configtables/solving.csv b/doc/configtables/solving.csv new file mode 100644 index 00000000..d30029f4 --- /dev/null +++ b/doc/configtables/solving.csv @@ -0,0 +1,17 @@ +,Unit,Values,Description +options,,, +-- formulation,--,"Any of {'angles', 'kirchhoff', 'cycles', 'ptdf'}","Specifies which variant of linearized power flow formulations to use in the optimisation problem. Recommended is 'kirchhoff'. Explained in `this article `_." +-- load_shedding,bool,"{'true','false'}","Add generators with a prohibitively high marginal cost to simulate load shedding and avoid problem infeasibilities." +-- noisy_costs,bool,"{'true','false'}","Add random noise to marginal cost of generators by :math:`\mathcal{U}(0.009,0,011)` and capital cost of lines and links by :math:`\mathcal{U}(0.09,0,11)`." +-- min_iterations,--,int,"Minimum number of solving iterations in between which resistance and reactence (``x/r``) are updated for branches according to ``s_nom_opt`` of the previous run." +-- max_iterations,--,int,"Maximum number of solving iterations in between which resistance and reactence (``x/r``) are updated for branches according to ``s_nom_opt`` of the previous run." +-- nhours,--,int,"Specifies the :math:`n` first snapshots to take into account. Must be less than the total number of snapshots. Rather recommended only for debugging." +-- clip_p_max_pu,p.u.,float,"To avoid too small values in the renewables` per-unit availability time series values below this threshold are set to zero." +-- skip_iterations,bool,"{'true','false'}","Skip iterating, do not update impedances of branches. Defaults to true." +-- track_iterations,bool,"{'true','false'}","Flag whether to store the intermediate branch capacities and objective function values are recorded for each iteration in ``network.lines['s_nom_opt_X']`` (where ``X`` labels the iteration)" +-- seed,--,int,"Random seed for increased deterministic behaviour." +solver,,, +-- name,--,"One of {'gurobi', 'cplex', 'cbc', 'glpk', 'ipopt'}; potentially more possible","Solver to use for optimisation problems in the workflow; e.g. clustering and linear optimal power flow." +-- options,--,"Key listed under ``solver_options``.","Link to specific parameter settings." +solver_options,,"dict","Dictionaries with solver-specific parameter settings." +mem,MB,"int","Estimated maximum memory requirement for solving networks." diff --git a/doc/configtables/toplevel.csv b/doc/configtables/toplevel.csv new file mode 100644 index 00000000..8a4b443c --- /dev/null +++ b/doc/configtables/toplevel.csv @@ -0,0 +1,10 @@ +,Unit,Values,Description +version,--,0.x.x,"Version of PyPSA-Eur. Descriptive only." +tutorial,bool,"{true, false}","Switch to retrieve the tutorial data set instead of the full data set." +logging,,, +-- level,--,"Any of {'INFO', 'WARNING', 'ERROR'}","Restrict console outputs to all infos, warning or errors only" +-- format,--,"","Custom format for log messages. See `LogRecord `_ attributes." +foresight,string,"{overnight, myopic, perfect}","Defaults to overnight scenarios." +countries,--,"Subset of {'AL', 'AT', 'BA', 'BE', 'BG', 'CH', 'CZ', 'DE', 'DK', 'EE', 'ES', 'FI', 'FR', 'GB', 'GR', 'HR', 'HU', 'IE', 'IT', 'LT', 'LU', 'LV', 'ME', 'MK', 'NL', 'NO', 'PL', 'PT', 'RO', 'RS', 'SE', 'SI', 'SK'}","European countries defined by their `Two-letter country codes (ISO 3166-1) `_ which should be included in the energy system model." +focus_weights,--,"Keys should be two-digit country codes (e.g. DE) and values should range between 0 and 1","Ratio of total clusters for particular countries. the remaining weight is distributed according to mean load. An example: ``focus_weights: 'DE': 0.6 'FR': 0.2``." +co2_budget,--,"Dictionary with planning horizons as keys.","CO2 budget as a fraction of 1990 emissions. Overwritten if ``CO2Lx`` or ``cb`` are set in ``{sector_opts}`` wildcard" diff --git a/doc/configtables/transformers.csv b/doc/configtables/transformers.csv new file mode 100644 index 00000000..0ccd8e87 --- /dev/null +++ b/doc/configtables/transformers.csv @@ -0,0 +1,4 @@ +,Unit,Values,Description +x,p.u.,float,"Series reactance (per unit, using ``s_nom`` as base power of the transformer. Overwritten if ``type`` is specified." +s_nom,MVA,float,"Limit of apparent power which can pass through branch. Overwritten if ``type`` is specified." +type,--,"A `transformer type in PyPSA `_.","Specifies transformer types to assume for the transformers of the ENTSO-E grid extraction." diff --git a/doc/configuration.rst b/doc/configuration.rst new file mode 100644 index 00000000..ea8c81aa --- /dev/null +++ b/doc/configuration.rst @@ -0,0 +1,469 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _config: + +########################################## +Configuration +########################################## + +PyPSA-Eur has several configuration options which are documented in this section and are collected in a ``config.yaml`` file located in the root directory. Users should copy the provided default configuration (``config.default.yaml``) and amend their own modifications and assumptions in the user-specific configuration file (``config.yaml``); confer installation instructions at :ref:`defaultconfig`. + +.. _toplevel_cf: + +Top-level configuration +======================= + +.. literalinclude:: ../config.default.yaml + :language: yaml + :lines: 5-11,18-19,62,80-90 + + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/toplevel.csv + +.. _scenario: + +``run`` +======= + +It is common conduct to analyse energy system optimisation models for **multiple scenarios** for a variety of reasons, +e.g. assessing their sensitivity towards changing the temporal and/or geographical resolution or investigating how +investment changes as more ambitious greenhouse-gas emission reduction targets are applied. + +The ``run`` section is used for running and storing scenarios with different configurations which are not covered by :ref:`wildcards`. It determines the path at which resources, networks and results are stored. Therefore the user can run different configurations within the same directory. If a run with a non-empty name should use cutouts shared across runs, set ``shared_cutouts`` to `true`. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: run: + :end-before: foresight: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/run.csv + +``scenario`` +============ + +The ``scenario`` section is an extraordinary section of the config file +that is strongly connected to the :ref:`wildcards` and is designed to +facilitate running multiple scenarios through a single command + +.. code:: bash + + # for electricity-only studies + snakemake -call solve_elec_networks + + # for sector-coupling studies + snakemake -call solve_sector_networks + +For each wildcard, a **list of values** is provided. The rule +``solve_all_elec_networks`` will trigger the rules for creating +``results/networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc`` for **all +combinations** of the provided wildcard values as defined by Python's +`itertools.product(...) +`_ function +that snakemake's `expand(...) function +`_ +uses. + +An exemplary dependency graph (starting from the simplification rules) then looks like this: + +.. image:: img/scenarios.png + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: scenario: + :end-before: countries: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/scenario.csv + +.. _snapshots_cf: + +``snapshots`` +============= + +Specifies the temporal range to build an energy system model for as arguments to `pandas.date_range `_ + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: snapshots: + :end-before: enable: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/snapshots.csv + +.. _enable_cf: + +``enable`` +========== + +Switches for some rules and optional features. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: enable: + :end-before: co2_budget: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/enable.csv + +.. _electricity_cf: + +``electricity`` +=============== + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: electricity: + :end-before: atlite: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/electricity.csv + +.. _atlite_cf: + +``atlite`` +========== + +Define and specify the ``atlite.Cutout`` used for calculating renewable potentials and time-series. All options except for ``features`` are directly used as `cutout parameters `_. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: atlite: + :end-before: renewable: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/atlite.csv + +.. _renewable_cf: + +``renewable`` +============= + +``onwind`` +---------- + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: renewable: + :end-before: offwind-ac: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/onwind.csv + +``offwind-ac`` +-------------- + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: offwind-ac: + :end-before: offwind-dc: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/offwind-ac.csv + +``offwind-dc`` +--------------- + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: offwind-dc: + :end-before: solar: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/offwind-dc.csv + +``solar`` +--------------- + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: solar: + :end-before: hydro: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/solar.csv + +``hydro`` +--------------- + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: hydro: + :end-before: conventional: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/hydro.csv + +.. _lines_cf: + +``conventional`` +================ + +Define additional generator attribute for conventional carrier types. If a +scalar value is given it is applied to all generators. However if a string +starting with "data/" is given, the value is interpreted as a path to a csv file +with country specific values. Then, the values are read in and applied to all +generators of the given carrier in the given country. Note that the value(s) +overwrite the existing values. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: conventional: + :end-before: lines: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/conventional.csv + +``lines`` +============= + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: lines: + :end-before: links: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/lines.csv + +.. _links_cf: + +``links`` +============= + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: links: + :end-before: transformers: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/links.csv + +.. _transformers_cf: + +``transformers`` +================ + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: transformers: + :end-before: load: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/transformers.csv + +.. _load_cf: + +``load`` +============= + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-after: type: + :end-at: scaling_factor: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/load.csv + +.. _costs_cf: + +``costs`` +============= + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: costs: + :end-before: clustering: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/costs.csv + + +.. _clustering_cf: + +``clustering`` +============== + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: clustering: + :end-before: solving: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/clustering.csv + + +.. _energy_cf: + +``energy`` +======================= + +.. note:: + Only used for sector-coupling studies. + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: energy: + :end-before: biomass: + + +.. _biomass_cf: + +``biomass`` +======================= + +.. note:: + Only used for sector-coupling studies. + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: biomass: + :end-before: solar_thermal: + +.. _solar_thermal_cf: + +``solar_thermal`` +======================= + +.. note:: + Only used for sector-coupling studies. + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: solar_thermal: + :end-before: existing_capacities: + +.. _existing_capacities_cf: + +``existing_capacities`` +======================= + +.. note:: + Only used for sector-coupling studies. + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: existing_capacities: + :end-before: sector: + +.. _sector_cf: + +``sector`` +======================= + +.. note:: + Only used for sector-coupling studies. + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: sector: + :end-before: industry: + +.. _industry_cf: + +``industry`` +======================= + +.. note:: + Only used for sector-coupling studies. + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: industry: + :end-before: costs: + +.. _solving_cf: + +``solving`` +============= + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: solving: + :end-before: plotting: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/solving.csv + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/solving.csv + +.. _plotting_cf: + +``plotting`` +============= + +.. warning:: + More comprehensive documentation for this segment will be released soon. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: plotting: + +.. csv-table:: + :header-rows: 1 + :widths: 25,7,22,30 + :file: configtables/plotting.csv diff --git a/doc/contributing.rst b/doc/contributing.rst new file mode 100644 index 00000000..30de4f7e --- /dev/null +++ b/doc/contributing.rst @@ -0,0 +1,37 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +####################### +Contributing +####################### + +We welcome anyone interested in contributing to this project, be it with new +ideas, suggestions, by filing bug reports or contributing code to our `GitHub +repository `_. + +* If you already have some code changes, you can submit them directly as a `pull request `_. +* If you are wondering where we would greatly appreciate your efforts, check out the ``help wanted`` tag in the `issues list `_ and initiate a discussion there. +* If you start working on a feature in the code, let us know by opening an issue or a draft pull request. + This helps all of us to keep an overview on what is being done and helps to avoid a situation where we + are doing the same work twice in parallel. + +For linting, formatting and checking your code contributions +against our guidelines (e.g. we use `Black `_ as code style +use `pre-commit `_: + +1. Installation ``mamba install -c conda-forge pre-commit`` or ``pip install pre-commit`` +2. Usage: + * To automatically activate ``pre-commit`` on every ``git commit``: Run ``pre-commit install`` + * To manually run it: ``pre-commit run --all`` + +.. note:: + Note that installing ``pre-commit`` locally is not strictly necessary. If you create a Pull Request the ``pre-commit CI`` will be triggered automatically and take care of the checks. + +For all code contributions we follow the four eyes principle (two person principle), i.e. all suggested code +including our own are reviewed by a second person before they are incorporated into our repository. + +If you are unfamiliar with pull requests, the GitHub help pages have a nice `guide `_. + +To ask and answer general usage questions, join the `PyPSA mailing list `_. diff --git a/doc/costs.rst b/doc/costs.rst new file mode 100644 index 00000000..46b93482 --- /dev/null +++ b/doc/costs.rst @@ -0,0 +1,57 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +############################ +Techno-Economic Assumptions +############################ + +The database of cost assumptions is retrieved from the repository +`PyPSA/technology-data `_ and then +saved to a file ``data/costs_{year}.csv``. The ``config.yaml`` provides options +to choose a reference year and use a specific version of the repository. + +.. literalinclude:: ../config.default.yaml + :language: yaml + :start-at: costs: + :end-at: version: + +The file includes cost assumptions for all included technologies for specific +years compiled from various sources, namely for + +- discount rate, +- lifetime, +- investment (CAPEX), +- fixed operation and maintenance (FOM), +- variable operation and maintenance (VOM), +- fuel costs, +- efficiency, and +- carbon-dioxide intensity. + +Many values are taken from a database published by the Danish Energy Agency (`DEA +`_). + + +The given overnight capital costs are annualised to net present costs +with a discount rate of :math:`r` over the economic lifetime :math:`n` using the annuity factor + +.. math:: + + a = \frac{1-(1+r)^{-n}}{r}. + +Based on the parameters above the ``marginal_cost`` and ``capital_cost`` of the +system components are automatically calculated. + + +Modifying Assumptions +===================== + +Some cost assumptions (e.g. marginal cost and capital cost) can be directly +set in the ``config.yaml`` (cf. Section :ref:`costs_cf` in +:ref:`config`). To change cost assumptions in more detail, make a copy of +``data/costs_{year}.csv`` and reference the new cost file in the ``Snakefile``: + +.. literalinclude:: ../Snakefile + :start-at: COSTS + :end-at: COSTS diff --git a/doc/foresight.rst b/doc/foresight.rst new file mode 100644 index 00000000..f1ae2b38 --- /dev/null +++ b/doc/foresight.rst @@ -0,0 +1,271 @@ +.. + SPDX-FileCopyrightText: 2021-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _foresight: + +##################### +Foresight Options +##################### + +.. _overnight: + +Overnight (greenfield) scenarios +================================ + +The default is to calculate a rebuilding of the energy system to meet demand, a so-called overnight or greenfield approach. + +In this case, the ``planning_horizons`` parameter specifies the reference year for exogenously given transition paths (e.g. the level of steel recycling). +It does not affect the year for cost and technology assumptions, which is set separately in the config. + +.. code:: yaml + + scenario: + planning_horizons: + - 2050 + + costs: + year: 2030 + +For running overnight scenarios, use in the ``config.yaml``: + +.. code:: yaml + + foresight: overnight + +.. _perfect: + +Perfect foresight scenarios +=========================== + +.. warning:: + + Perfect foresight is currently under development and not yet implemented. + +For running perfect foresight scenarios, in future versions you will be able to +set in the ``config.yaml``: + +.. code:: yaml + + foresight: perfect + + +.. _myopic: + +Myopic foresight scenarios +============================= + +The myopic code can be used to investigate progressive changes in a network, for +instance, those taking place throughout a transition path. The capacities +installed in a certain time step are maintained in the network until their +operational lifetime expires. + +The myopic approach was initially developed and used in the paper `Early +decarbonisation of the European Energy system pays off (2020) +`__ and later further +extended in `Speed of technological transformations required in Europe to +achieve different climate goals (2022) +`__. The current implementation +complies with the PyPSA-Eur-Sec standard working flow and is compatible with +using the higher resolution electricity transmission model `PyPSA-Eur +`__ rather than a one-node-per-country +model. + +The current code applies the myopic approach to generators, storage technologies +and links in the power sector. It furthermore applies it to the space and water +heating sector (e.g., the share of district heating and reduced space heat +demand), industry processes (e.g., steel, direct reduced iron, and aluminum +production via primary route), the share of fuel cell and battery electric +vehicles in land transport, and the hydrogen share in shipping (see +:doc:`supply_demand` for further information). + +The following subjects within the land transport and biomass currently do not +evolve with the myopic approach: + +- The percentage of electric vehicles that allow demand-side management and + vehicle-to-grid services. + +- The annual biomass potential (default year and scenario for which potential is + taken is 2030, defined `here + `_) + + +Configuration +-------------- + +For running myopic foresight transition scenarios, set in ``config.yaml``: + +.. code:: yaml + + foresight: myopic + +The following options included in the config.yaml file are relevant for the +myopic code. + +The ``{planning_horizons}`` wildcard indicates the year in which the network is +optimized. For a myopic optimization, this is equivalent to the investment year. +To set the investment years which are sequentially simulated for the myopic +investment planning, select for example: + +.. literalinclude:: ../test/config.myopic.yaml + :language: yaml + :start-at: planning_horizons: + :end-before: countries: + + +**existing capacities** + +Grouping years indicates the bins limits for grouping the existing capacities of +different technologies. Note that separate bins are defined for the power and +heating plants due to different data sources. + +``grouping_years_power: [1980, 1985, 1990, 1995, 2000, 2005, 2010, 2015, 2020, +2025, 2030]`` + +``grouping_years_heat: [1980, 1985, 1990, 1995, 2000, 2005, 2010, 2015, 2019]`` + + + + + +**threshold capacity** + +If for a technology, node, and grouping bin, the capacity is lower than +threshold_capacity, it is ignored. + +``threshold_capacity: 10`` + + + + +**conventional carriers** + +Conventional carriers indicate carriers used in the existing conventional +technologies. + + conventional_carriers: + + \- lignite + + \- coal + + \- oil + + \- uranium + + + + +Options +-------------- + +The total carbon budget for the entire transition path can be indicated in the +`sector_opts +`_ +in ``config.yaml``. The carbon budget can be split among the +``planning_horizons`` following an exponential or beta decay. E.g. ``'cb40ex0'`` +splits a carbon budget equal to 40 Gt :math:`_{CO_2}` following an exponential +decay whose initial linear growth rate r is zero. They can also follow some +user-specified path, if defined `here +`_. +The paper `Speed of technological transformations required in Europe to achieve +different climate goals (2022) `__ +defines CO_2 budgets corresponding to global temperature increases (1.5C – 2C) +as response to the emissions. Here, global carbon budgets are converted to +European budgets assuming equal-per capita distribution which translates into a +6.43% share for Europe. The carbon budgets are in this paper distributed +throughout the transition paths assuming an exponential decay. Emissions e(t) in +every year t are limited by + +.. math:: + e(t) = e_0 (1+ (r+m)t) e^{-mt} + +where r is the initial linear growth rate, which here is assumed to be r=0, and +the decay parameter m is determined by imposing the integral of the path to be +equal to the budget for Europe. Following this approach, the CO_2 budget is +defined. Following the same approach as in this paper, add the following to the +``scenario.sector_opts`` E.g. ``-cb25.7ex0`` (1.5C increase) Or ``cb73.9ex0`` +(2C increase). See details in Supplemental Note S1 `Speed of technological +transformations required in Europe to achieve different climate goals (2022) +`__. + + +General myopic code structure +--------------------------------- + +The myopic code solves the network for the time steps included in +``planning_horizons`` in a recursive loop, so that: + +1. The existing capacities (those installed before the base year are added as + fixed capacities with p_nom=value, p_nom_extendable=False). E.g. for + baseyear=2020, capacities installed before 2020 are added. In addition, the + network comprises additional generator, storage, and link capacities with + p_nom_extendable=True. The non-solved network is saved in + ``results/run_name/networks/prenetworks-brownfield``. +The base year is the first element in ``planning_horizons``. Step 1 is +implemented with the rule add_baseyear for the base year and with the rule +add_brownfield for the remaining planning_horizons. + +2. The 2020 network is optimized. The solved network is saved in + ``results/run_name/networks/postnetworks`` + +3. For the next planning horizon, e.g. 2030, the capacities from a previous time + step are added if they are still in operation (i.e., if they fulfil planning + horizon <= commissioned year + lifetime). In addition, the network comprises + additional generator, storage, and link capacities with + p_nom_extendable=True. The non-solved network is saved in + ``results/run_name/networks/prenetworks-brownfield``. + +Steps 2 and 3 are solved recursively for all the planning_horizons included in +``config.yaml``. + +Rule overview +-------------- + +- rule add_existing baseyear + + The rule add_existing_baseyear loads the network in + ‘results/run_name/networks/prenetworks’ and performs the following operations: + + 1. Add the conventional, wind and solar power generators that were installed + before the base year. + + 2. Add the heating capacities that were installed before the base year. + + The existing conventional generators are retrieved from the `powerplants.csv + file + `__ + generated by pypsa-eur which, in turn, is based on the `powerplantmatching + `__ database. + + Existing wind and solar capacities are retrieved from `IRENA annual statistics + `__ and distributed among the + nodes in a country proportional to capacity factor. (This will be updated to + include capacity distributions closer to reality.) + + Existing heating capacities are retrieved from the report `Mapping and + analyses of the current and future (2020 - 2030) heating/cooling fuel + deployment (fossil/renewables) + `__. + + The heating capacities are assumed to have a lifetime indicated by the + parameter lifetime in the configuration file, e.g 25 years. They are assumed + to be decommissioned linearly starting on the base year, e.g., from 2020 to + 2045. + + Then, the resulting network is saved in + ``results/run_name/networks/prenetworks-brownfield``. + +- rule add_brownfield + + The rule add_brownfield loads the network in + ``results/run_name/networks/prenetworks`` and performs the following + operation: + + 1. 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46f8bd3e..521f080b 100644 --- a/doc/index.rst +++ b/doc/index.rst @@ -1,40 +1,78 @@ -PyPSA-Eur-Sec: A Sector-Coupled Open Optimisation Model of the European Energy System -===================================================================================== +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors -.. image:: https://img.shields.io/github/v/release/pypsa/pypsa-eur-sec?include_prereleases + SPDX-License-Identifier: CC-BY-4.0 + +################################################################################## +PyPSA-Eur: A Sector-Coupled Open Optimisation Model of the European Energy System +################################################################################## + +.. image:: https://img.shields.io/github/v/release/pypsa/pypsa-eur?include_prereleases :alt: GitHub release (latest by date including pre-releases) -.. image:: https://readthedocs.org/projects/pypsa-eur-sec/badge/?version=latest - :target: https://pypsa-eur-sec.readthedocs.io/en/latest/?badge=latest - :alt: Documentation Status +.. image:: https://github.com/pypsa/pypsa-eur/actions/workflows/ci.yaml/badge.svg + :target: https://github.com/PyPSA/pypsa-eur/actions -.. image:: https://img.shields.io/github/license/pypsa/pypsa-eur-sec - :alt: GitHub +.. image:: https://readthedocs.org/projects/pypsa-eur/badge/?version=latest + :target: https://pypsa-eur.readthedocs.io/en/latest/?badge=latest + :alt: Documentation -.. image:: https://img.shields.io/github/repo-size/pypsa/pypsa-eur-sec +.. image:: https://img.shields.io/github/repo-size/pypsa/pypsa-eur :alt: GitHub repo size +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.3520874.svg + :target: https://doi.org/10.5281/zenodo.3520874 + +.. image:: https://img.shields.io/badge/snakemake-≥7.19-brightgreen.svg?style=flat + :target: https://snakemake.readthedocs.io + :alt: Snakemake + +.. image:: https://api.reuse.software/badge/github.com/pypsa/pypsa-eur + :target: https://api.reuse.software/info/github.com/pypsa/pypsa-eur + :alt: REUSE + +| + +PyPSA-Eur is an open model dataset of the European energy system at the +transmission network level that covers the full ENTSO-E area. It covers demand +and supply for all energy sectors. From version v0.8.0, PyPSA-Eur includes all +the features from PyPSA-Eur-Sec, which is now deprecated. + +Electricity System +================== + +The electricity system representation contains alternating current lines at +and above 220 kV voltage level and all high voltage direct current lines, +substations, an open database of conventional power plants, time series for +electrical demand and variable renewable generator availability, geographic +potentials for the expansion of wind and solar power. -PyPSA-Eur-Sec is an open model dataset of the European energy system at the -transmission network level that covers the full ENTSO-E area. +The model is suitable both for operational studies and generation and +transmission expansion planning studies. The continental scope and highly +resolved spatial scale enables a proper description of the long-range smoothing +effects for renewable power generation and their varying resource availability. -PyPSA-Eur-Sec builds on the electricity generation and transmission -model `PyPSA-Eur `_ to add demand -and supply for the following sectors: transport, space and water -heating, biomass, energy consumption in the agriculture, industry -and industrial feedstocks, carbon management, carbon capture and usage/sequestration. -This completes the energy system and includes all greenhouse gas emitters except waste management, agriculture, -forestry and land use. +.. image:: img/elec.png + :width: 70% + :align: center +| -**WARNING**: PyPSA-Eur-Sec is under active development and has several -`limitations `_ which -you should understand before using the model. The github repository -`issues `_ collect known -topics we are working on (please feel free to help or make suggestions). -The `documentation `_ remains somewhat -patchy. -We cannot support this model if you choose to use it. +Sector-Coupled Energy System +============================ + +A sector-coupled extension (previously known as **PyPSA-Eur-Sec**, which is now +deprecated) adds demand and supply for the following sectors: transport, space +and water heating, biomass, energy consumption in the agriculture, industry and +industrial feedstocks, carbon management, carbon capture and +usage/sequestration. This completes the energy system and includes all +greenhouse gas emitters except waste management, agriculture, forestry and land +use. The diagram below gives an overview of the sectors and the links between +them: + +.. image:: ../graphics/multisector_figure.png + :width: 70% + :align: center .. note:: You can find showcases of the model's capabilities in the Supplementary Materials of the @@ -43,53 +81,45 @@ We cannot support this model if you choose to use it. description of the industry sector `_, or in `a 2021 presentation at EMP-E `_. - - -This diagram gives an overview of the sectors and the links between -them: - -.. image:: ../graphics/multisector_figure.png - -PyPSA-Eur-Sec was initially based on the model PyPSA-Eur-Sec-30 described -in the paper `Synergies of sector coupling and transmission -reinforcement in a cost-optimised, highly renewable European energy -system `_ (2018) but it differs by -being based on the higher resolution electricity transmission model -`PyPSA-Eur `_ rather than a -one-node-per-country model, and by including biomass, industry, -industrial feedstocks, aviation, shipping, better carbon management, -carbon capture and usage/sequestration, and gas networks. - - -PyPSA-Eur-Sec includes PyPSA-Eur as a -`snakemake `_ -`subworkflow `_. PyPSA-Eur-Sec -uses PyPSA-Eur to build the clustered transmission model along with -wind, solar PV and hydroelectricity potentials and time series. Then -PyPSA-Eur-Sec adds other conventional generators, storage units and -the additional sectors. - -Currently the scripts to solve and process the resulting PyPSA models -are also included in PyPSA-Eur-Sec, although they could in future be -better integrated with the corresponding scripts in PyPSA-Eur. A -stumbling block to sharing solve_network.py between PyPSA-Eur and -PyPSA-Eur-Sec is the different extra_functionality required to build -storage and CHP constraints. - - -PyPSA-Eur-Sec is designed to be imported into the open toolbox `PyPSA -`_ for which `documentation `_ is -available as well. + The sector-coupled extension of PyPSA-Eur was + initially described in the paper `Synergies of sector coupling and transmission + reinforcement in a cost-optimised, highly renewable European energy system + `_ (2018) but it differs by being based on the + higher resolution electricity transmission model `PyPSA-Eur + `_ rather than a one-node-per-country model, + and by including biomass, industry, industrial feedstocks, aviation, shipping, + better carbon management, carbon capture and usage/sequestration, and gas + networks. + +About +===== + +PyPSA-Eur is designed to be imported into the open energy system modelling +framework `PyPSA `_ for which `documentation +`_ is available as well. However, since the +workflow is modular, it should be easy to adapt the data workflow to other +modelling frameworks. + +The restriction to freely available and open data encourages the open exchange +of model data developments and eases the comparison of model results. It +provides a full, automated software pipeline to assemble the load-flow-ready +model from the original datasets, which enables easy replacement and improvement +of the individual parts. + +.. warning:: + PyPSA-Eur is under active development and has several + :doc:`limitations` which + you should understand before using the model. The Github repository + `issues `_ collect known + topics we are working on. Please feel free to help or make suggestions. This project is currently maintained by the `Department of Digital -Transformation in Energy Systems `_ at the -`Technical University of Berlin `_. Previous versions -were developed by the `Energy System Modelling group -`_ at the `Institute for Automation -and Applied Informatics `_ at the -`Karlsruhe Institute of Technology `_ -which was funded by the `Helmholtz Association `_, -and by the `Renewable Energy Group +Transformation in Energy Systems `_ at the +`Technische Universität Berlin `_. Previous versions were +developed within the `IAI `_ at the `Karlsruhe Institute +of Technology (KIT) `_ which was funded by +the `Helmholtz Association `_, and by the +`Renewable Energy Group `_ at `FIAS `_ to carry out simulations for the `CoNDyNet project `_, financed by the `German Federal @@ -97,64 +127,143 @@ Ministry for Education and Research (BMBF) `_ as part of the `Stromnetze Research Initiative `_. -Workflow Outline -================ + +Workflow +======== .. image:: ../graphics/workflow.png + :class: full-width + :align: center .. note:: The graph above was generated using ``snakemake --rulegraph -F | sed -n "/digraph/,/}/p" | dot -Tpng -o workflow.png`` -Documentation -============= +Learning Energy System Modelling +================================ + +If you are (relatively) new to energy system modelling and optimisation and plan +to use PyPSA-Eur, the following resources are one way to get started in addition +to reading this documentation. + +- Documentation of `PyPSA `__, the package for + modelling energy systems which PyPSA-Eur uses under the hood. +- Course on `Energy Systems `_ given at + Technical University of Berlin by `Prof. Dr. Tom Brown `_. +- Course on `Data Science for Energy System Modelling `_ + given at Technical University of Berlin by `Dr. Fabian Neumann `_. + + +Citing PyPSA-Eur +================ + +If you use PyPSA-Eur for your research, we would appreciate it if you would cite one of the following papers: + +For electricity-only studies: :: + + @article{PyPSAEur, + author = "Jonas Hoersch and Fabian Hofmann and David Schlachtberger and Tom Brown", + title = "PyPSA-Eur: An open optimisation model of the European transmission system", + journal = "Energy Strategy Reviews", + volume = "22", + pages = "207--215", + year = "2018", + doi = "10.1016/j.esr.2018.08.012", + eprint = "1806.01613" + } + +For sector-coupling studies: :: + + @misc{PyPSAEurSec, + author = "Fabian Neumann and Elisabeth Zeyen and Marta Victoria and Tom Brown", + title = "The Potential Role of a Hydrogen Network in Europe", + year = "2022", + eprint = "2207.05816", + url = "https://arxiv.org/abs/2207.05816", + } + +For sector-coupling studies with pathway optimisation: :: + + @article{SpeedTechnological2022, + title = "Speed of technological transformations required in {Europe} to achieve different climate goals", + author = "Marta Victoria and Elisabeth Zeyen and Tom Brown", + journal = "Joule", + volume = "6", + number = "5", + pages = "1066--1086", + year = "2022", + doi = "10.1016/j.joule.2022.04.016", + eprint = "2109.09563", + } + + +If you want to cite a specific PyPSA-Eur version, each release of PyPSA-Eur is stored on Zenodo with a release-specific DOI: + +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.3520874.svg + :target: https://doi.org/10.5281/zenodo.3520874 + + +Pre-Built Networks as a Dataset +=============================== + +There are pre-built networks available as a dataset on Zenodo as well for every release of PyPSA-Eur. + +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.3601881.svg + :target: https://doi.org/10.5281/zenodo.3601881 + +The included ``.nc`` files are PyPSA network files which can be imported with PyPSA via: + +.. code:: python + + import pypsa + + filename = "elec_s_1024_ec.nc" # example + n = pypsa.Network(filename) + + -**Getting Started** -* :doc:`installation` .. toctree:: :hidden: :maxdepth: 1 :caption: Getting Started + introduction installation - -**Implementation details** - -* :doc:`spatial_resolution` -* :doc:`supply_demand` -* :doc:`technology_assumptions` + tutorial + tutorial_sector .. toctree:: :hidden: :maxdepth: 1 - :caption: Implementation details + :caption: Configuration - spatial_resolution - supply_demand - technology_assumptions - -**Foresight options** - -* :doc:`overnight` -* :doc:`myopic` -* :doc:`perfect` + wildcards + configuration + foresight + costs .. toctree:: :hidden: :maxdepth: 1 - :caption: Foresight options + :caption: Rules Overview - overnight - myopic - perfect + retrieve + preparation + simplification + sector + solving + plotting -**References** +.. toctree:: + :hidden: + :maxdepth: 1 + :caption: Implementation details for sector-coupled systems -* :doc:`release_notes` -* :doc:`limitations` + spatial_resolution + supply_demand .. toctree:: :hidden: @@ -162,13 +271,7 @@ Documentation :caption: References release_notes + licenses limitations - - -Licence -======= - -The code in PyPSA-Eur-Sec is released as free software under the -`MIT license `_, see -`LICENSE `_. -However, different licenses and terms of use may apply to the various input data. + contributing + publications diff --git a/doc/installation.rst b/doc/installation.rst index 133020e6..ed67f27d 100644 --- a/doc/installation.rst +++ b/doc/installation.rst @@ -1,3 +1,8 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + .. _installation: ########################################## @@ -7,109 +12,126 @@ Installation The subsequently described installation steps are demonstrated as shell commands, where the path before the ``%`` sign denotes the directory in which the commands following the ``%`` should be entered. -Install PyPSA-Eur and its data -============================== - -First install `PyPSA-Eur `_ and all -its dependencies. Clone the repository: +Clone the Repository +==================== +First of all, clone the `PyPSA-Eur repository `_ using the version control system ``git`` in the command line. .. code:: bash - projects % git clone https://github.com/PyPSA/pypsa-eur.git + /some/other/path % cd /some/path -then download and unpack all the PyPSA-Eur data files by running the following snakemake rule: + /some/path % git clone https://github.com/PyPSA/pypsa-eur.git -.. code:: bash - - projects/pypsa-eur % snakemake -j 1 retrieve_databundle +.. _deps: +Install Python Dependencies +=============================== -Clone PyPSA-Eur-Sec repository -============================== +PyPSA-Eur relies on a set of other Python packages to function. +We recommend using the package manager `mamba `_ to install them and manage your environments. +For instructions for your operating system follow the ``mamba`` `installation guide `_. +You can also use ``conda`` equivalently. -Create a parallel directory for `PyPSA-Eur-Sec `_ with: +The package requirements are curated in the `envs/environment.yaml `_ file. +The environment can be installed and activated using .. code:: bash - projects % git clone https://github.com/PyPSA/pypsa-eur-sec.git - -Environment/package requirements -================================ + .../pypsa-eur % mamba create -f envs/environment.yaml + .../pypsa-eur % mamba activate pypsa-eur +.. note:: + The equivalent commands for ``conda`` would be -The requirements are the same as `PyPSA-Eur `_. For -``solve_network.py`` in addition you need ``gurobipy``. If you have -xarray version >= 0.15.1, you will need the latest master branch of -atlite version 0.0.2. + .. code:: bash -You can create an environment using the environment.yaml file in pypsa-eur/envs: + .../pypsa-eur % conda env create -f envs/environment.yaml -.. code:: bash - - .../pypsa-eur % conda env create -f envs/environment.yaml + .../pypsa-eur % conda activate pypsa-eur - .../pypsa-eur % conda activate pypsa-eur -See details in `PyPSA-Eur Installation `_ +Install a Solver +================ -Data requirements -================= +PyPSA passes the PyPSA-Eur network model to an external solver for performing the optimisation. +PyPSA is known to work with the free software -Small data files are included directly in the git repository, while -larger ones are archived in a data bundle on zenodo (`10.5281/zenodo.5824485 `_). -The data bundle's size is around 640 MB. +- `HiGHS `_ +- `Cbc `_ +- `GLPK `_ (`WinGLKP `_) +- `Ipopt `_ -To download and extract the data bundle on the command line: +and the non-free, commercial software (for some of which free academic licenses are available) -.. code:: bash +- `Gurobi `_ +- `CPLEX `_ +- `FICO Xpress Solver `_ - projects/pypsa-eur-sec/data % wget "https://zenodo.org/record/5824485/files/pypsa-eur-sec-data-bundle.tar.gz" - projects/pypsa-eur-sec/data % tar -xvzf pypsa-eur-sec-data-bundle.tar.gz +For installation instructions of these solvers for your operating system, follow the links above. +Commercial solvers such as Gurobi and CPLEX currently significantly outperform open-source solvers for large-scale problems, and +it might be the case that you can only retrieve solutions by using a commercial solver. +Nevertheless, you can still use open-source solvers for smaller problems. +.. seealso:: + `Instructions how to install a solver in the documentation of PyPSA `_ -The data licences and sources are given in the following table. +.. note:: + The rules :mod:`cluster_network` and :mod:`simplify_network` solve a quadratic optimisation problem for clustering. + The open-source solvers Cbc and GlPK cannot handle this. A fallback to Ipopt is implemented in this case, but requires + it to be installed. For an open-source solver setup install in your ``conda`` environment on OSX/Linux + .. code:: bash -.. csv-table:: - :header-rows: 1 - :file: data.csv + mamba activate pypsa-eur + mamba install -c conda-forge ipopt coincbc + and on Windows + .. code:: bash -Set up the default configuration -================================ + mamba activate pypsa-eur + mamba install -c conda-forge ipopt glpk -First make your own copy of the ``config.yaml`` based on - ``config.default.yaml``. For example: + For HiGHS, run -.. code:: bash + .. code:: bash - projects/pypsa-eur-sec % cp config.default.yaml config.yaml + mamba activate pypsa-eur + mamba install -c conda-forge ipopt + pip install highspy + For Gurobi, run -Getting started -=============== + .. code:: bash + mamba activate pypsa-eur + mamba install -c gurobi gurobi -In ``config.yaml`` you can control the settings for the scenarios you -want to run, such as the number of nodes, the CO2 limit, the -installable potentials for solar and wind, which technologies are -activated, etc. + Additionally, you need to setup your `Gurobi license `_. -To run the full optimization with your settings: -.. code:: bash +.. _defaultconfig: - projects/pypsa-eur-sec % snakemake -j1 +Handling Configuration Files +============================ -Warning: you may need a computer cluster for this (with e.g. 10-100 GB of RAM -and several processors). +PyPSA-Eur has several configuration options that must be specified in a +``config.yaml`` file located in the root directory. An example configuration +``config.default.yaml`` is maintained in the repository, which will be used to +automatically create your customisable ``config.yaml`` on first use. More +details on the configuration options are in :ref:`config`. -To only prepare the networks, you can run the scripts up to the point before optimization: +You can also use ``snakemake`` to specify another file, e.g. +``config.mymodifications.yaml``, to update the settings of the ``config.yaml``. .. code:: bash - projects/pypsa-eur-sec % snakemake -j1 prepare_sector_networks + .../pypsa-eur % snakemake -call --configfile config.mymodifications.yaml + +.. warning:: + Users are advised to regularly check their own ``config.yaml`` against changes + in the ``config.default.yaml`` when pulling a new version from the remote + repository. diff --git a/doc/introduction.rst b/doc/introduction.rst new file mode 100644 index 00000000..0ae038aa --- /dev/null +++ b/doc/introduction.rst @@ -0,0 +1,101 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _intro: + +########################################## + Introduction +########################################## + +.. raw:: html + + + +.. note:: + Find the introductory slides `here `_. + +.. warning:: + The video only introduces the electricity-only part of PyPSA-Eur. + +Workflow +========= + +The generation of the model is controlled by the open workflow management system +`Snakemake `_. In a nutshell, the ``Snakefile`` +declares for each script in the ``scripts`` directory a rule which describes +which files the scripts consume and produce (their corresponding input and +output files). The ``snakemake`` tool then runs the scripts in the correct order +according to the rules' input and output dependencies. Moreover, ``snakemake`` +will track what parts of the workflow have to be regenerated when files or +scripts were modified. + +For instance, an invocation to + +.. code:: bash + + .../pypsa-eur % snakemake -call results/networks/elec_s_128_ec_lvopt_Co2L-3H.nc + +follows this dependency graph + +.. image:: img/intro-workflow.png + :class: full-width + +to solve an electricity system model. + +The **blocks** represent the individual rules which are required to create the +file referenced in the command above. The **arrows** indicate the outputs from +preceding rules which another rule takes as input data. + +.. note:: + The dependency graph was generated using + ``snakemake --dag results/networks/elec_s_128_ec_lvopt_Co2L-3H.nc -F | sed -n "/digraph/,/}/p" | dot -Tpng -o doc/img/intro-workflow.png`` + +For the use of ``snakemake``, it makes sense to familiarize yourself quickly +with the `basic tutorial +`_ and then +read carefully through the documentation of the `command line interface +`_, noting the +arguments ``-j``, ``-c``, ``-f``, ``-F``, ``-n``, ``-r``, ``--dag`` and ``-t`` +in particular. + +Scenarios, Configuration and Modification +========================================= + +It is easy to run PyPSA-Eur for multiple scenarios using the `wildcards feature +`_ +of ``snakemake``. Wildcards allow to generalise a rule to produce all files that +follow a `regular expression +`_ pattern, which defines +a particular scenario. One can think of a wildcard as a parameter that shows +up in the input/output file names and thereby determines which rules to run, +what data to retrieve and what files to produce. Details are explained in +:ref:`wildcards` and :ref:`scenario`. + +The model also has several further configuration options collected in the +``config.yaml`` file located in the root directory, which that are not part of +the scenarios. Options are explained in :ref:`config`. + +Folder Structure +================ + +- ``scripts``: Includes all the Python scripts executed by the ``snakemake`` rules. +- ``rules``: Includes all the ``snakemake`` rules loaded in the ``Snakefile``. +- ``envs``: Includes all the ``conda`` environment specifications to run the workflow. +- ``data``: Includes input data that is not produced by any ``snakemake`` rule. +- ``cutouts``: Stores raw weather data cutouts from ``atlite``. +- ``resources``: Stores intermediate results of the workflow which can be picked up again by subsequent rules. +- ``results``: Stores the solved PyPSA network data, summary files and plots. +- ``logs``: Stores log files. +- ``benchmarks``: Stores ``snakemake`` benchmarks. +- ``test``: Includes the test configuration files used for continuous integration. +- ``doc``: Includes the documentation of PyPSA-Eur. + +System Requirements +=================== + +Building the model with the scripts in this repository runs on a regular computer. +But optimising for investment and operation decisions across many scenarios requires a strong interior-point solver +like `Gurobi `_ or `CPLEX `_ with more memory. +Open-source solvers like `HiGHS ` can also be used for smaller problems. diff --git a/doc/licenses.rst b/doc/licenses.rst new file mode 100644 index 00000000..beb6f5b8 --- /dev/null +++ b/doc/licenses.rst @@ -0,0 +1,44 @@ +.. + SPDX-FileCopyrightText: 2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Licenses +########################################## + + +PyPSA-Eur is released under multiple licenses: + +* All original source code is licensed as free software under `MIT `_. +* The documentation is licensed under `CC-BY-4.0 `_. +* Configuration files are mostly licensed under `CC0-1.0 `_. +* Data files are licensed under `CC-BY-4.0 `_. + +See the individual files and the `dep5 <.reuse/dep5>`_ file for license details. + +Additionally, different licenses and terms of use also apply to the various +input data for both electricity-only and sector-coupled modelling exercises, +which are summarised below. + +Electricity Systems Databundle +============================== + +.. note:: + More details are included in `the description of the + data bundles on zenodo `_. + +.. csv-table:: + :header-rows: 1 + :file: configtables/licenses.csv + +* BY: Attribute Source +* NC: Non-Commercial Use Only +* SA: Share Alike + +Sector-Coupled Systems Databundle +================================= + +.. csv-table:: + :header-rows: 1 + :file: configtables/licenses-sector.csv diff --git a/doc/limitations.rst b/doc/limitations.rst index 00d34002..a67fad0c 100644 --- a/doc/limitations.rst +++ b/doc/limitations.rst @@ -1,3 +1,8 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + ########################################## Limitations ########################################## @@ -9,9 +14,12 @@ The limitations of the dataset are listed below, both as a warning to the user and as an encouragement to assist in improving the approximations. -This list of limitations is incomplete and will be added to over time. +.. warning:: -See also the `GitHub repository issues `_. + This list of limitations is incomplete and will be added to over time. + +.. seealso:: + See also the `GitHub repository issues `_. - **Electricity transmission network topology:** The grid data is based on a map of the ENTSO-E area that is known @@ -48,6 +56,13 @@ See also the `GitHub repository issues ` where ^ is one of + echo. html to make standalone HTML files + echo. dirhtml to make HTML files named index.html in directories + echo. singlehtml to make a single large HTML file + echo. pickle to make pickle files + echo. json to make JSON files + echo. htmlhelp to make HTML files and a HTML help project + echo. qthelp to make HTML files and a qthelp project + echo. devhelp to make HTML files and a Devhelp project + echo. epub to make an epub + echo. latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter + echo. text to make text files + echo. man to make manual pages + echo. texinfo to make Texinfo files + echo. gettext to make PO message catalogs + echo. changes to make an overview over all changed/added/deprecated items + echo. xml to make Docutils-native XML files + echo. pseudoxml to make pseudoxml-XML files for display purposes + echo. linkcheck to check all external links for integrity + echo. doctest to run all doctests embedded in the documentation if enabled + echo. coverage to run coverage check of the documentation if enabled + goto end +) + +if "%1" == "clean" ( + for /d %%i in (%BUILDDIR%\*) do rmdir /q /s %%i + del /q /s %BUILDDIR%\* + goto end +) + + +REM Check if sphinx-build is available and fallback to Python version if any +%SPHINXBUILD% 1>NUL 2>NUL +if errorlevel 9009 goto sphinx_python +goto sphinx_ok + +:sphinx_python + +set SPHINXBUILD=python -m sphinx.__init__ +%SPHINXBUILD% 2> nul +if errorlevel 9009 ( + echo. + echo.The 'sphinx-build' command was not found. Make sure you have Sphinx + echo.installed, then set the SPHINXBUILD environment variable to point + echo.to the full path of the 'sphinx-build' executable. Alternatively you + echo.may add the Sphinx directory to PATH. + echo. + echo.If you don't have Sphinx installed, grab it from + echo.http://sphinx-doc.org/ + exit /b 1 +) + +:sphinx_ok + + +if "%1" == "html" ( + %SPHINXBUILD% -b html %ALLSPHINXOPTS% %BUILDDIR%/html + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The HTML pages are in %BUILDDIR%/html. + goto end +) + +if "%1" == "dirhtml" ( + %SPHINXBUILD% -b dirhtml %ALLSPHINXOPTS% %BUILDDIR%/dirhtml + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The HTML pages are in %BUILDDIR%/dirhtml. + goto end +) + +if "%1" == "singlehtml" ( + %SPHINXBUILD% -b singlehtml %ALLSPHINXOPTS% %BUILDDIR%/singlehtml + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The HTML pages are in %BUILDDIR%/singlehtml. + goto end +) + +if "%1" == "pickle" ( + %SPHINXBUILD% -b pickle %ALLSPHINXOPTS% %BUILDDIR%/pickle + if errorlevel 1 exit /b 1 + echo. + echo.Build finished; now you can process the pickle files. + goto end +) + +if "%1" == "json" ( + %SPHINXBUILD% -b json %ALLSPHINXOPTS% %BUILDDIR%/json + if errorlevel 1 exit /b 1 + echo. + echo.Build finished; now you can process the JSON files. + goto end +) + +if "%1" == "htmlhelp" ( + %SPHINXBUILD% -b htmlhelp %ALLSPHINXOPTS% %BUILDDIR%/htmlhelp + if errorlevel 1 exit /b 1 + echo. + echo.Build finished; now you can run HTML Help Workshop with the ^ +.hhp project file in %BUILDDIR%/htmlhelp. + goto end +) + +if "%1" == "qthelp" ( + %SPHINXBUILD% -b qthelp %ALLSPHINXOPTS% %BUILDDIR%/qthelp + if errorlevel 1 exit /b 1 + echo. + echo.Build finished; now you can run "qcollectiongenerator" with the ^ +.qhcp project file in %BUILDDIR%/qthelp, like this: + echo.^> qcollectiongenerator %BUILDDIR%\qthelp\PyPSA.qhcp + echo.To view the help file: + echo.^> assistant -collectionFile %BUILDDIR%\qthelp\PyPSA.ghc + goto end +) + +if "%1" == "devhelp" ( + %SPHINXBUILD% -b devhelp %ALLSPHINXOPTS% %BUILDDIR%/devhelp + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. + goto end +) + +if "%1" == "epub" ( + %SPHINXBUILD% -b epub %ALLSPHINXOPTS% %BUILDDIR%/epub + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The epub file is in %BUILDDIR%/epub. + goto end +) + +if "%1" == "latex" ( + %SPHINXBUILD% -b latex %ALLSPHINXOPTS% %BUILDDIR%/latex + if errorlevel 1 exit /b 1 + echo. + echo.Build finished; the LaTeX files are in %BUILDDIR%/latex. + goto end +) + +if "%1" == "latexpdf" ( + %SPHINXBUILD% -b latex %ALLSPHINXOPTS% %BUILDDIR%/latex + cd %BUILDDIR%/latex + make all-pdf + cd %~dp0 + echo. + echo.Build finished; the PDF files are in %BUILDDIR%/latex. + goto end +) + +if "%1" == "latexpdfja" ( + %SPHINXBUILD% -b latex %ALLSPHINXOPTS% %BUILDDIR%/latex + cd %BUILDDIR%/latex + make all-pdf-ja + cd %~dp0 + echo. + echo.Build finished; the PDF files are in %BUILDDIR%/latex. + goto end +) + +if "%1" == "text" ( + %SPHINXBUILD% -b text %ALLSPHINXOPTS% %BUILDDIR%/text + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The text files are in %BUILDDIR%/text. + goto end +) + +if "%1" == "man" ( + %SPHINXBUILD% -b man %ALLSPHINXOPTS% %BUILDDIR%/man + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The manual pages are in %BUILDDIR%/man. + goto end +) + +if "%1" == "texinfo" ( + %SPHINXBUILD% -b texinfo %ALLSPHINXOPTS% %BUILDDIR%/texinfo + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The Texinfo files are in %BUILDDIR%/texinfo. + goto end +) + +if "%1" == "gettext" ( + %SPHINXBUILD% -b gettext %I18NSPHINXOPTS% %BUILDDIR%/locale + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The message catalogs are in %BUILDDIR%/locale. + goto end +) + +if "%1" == "changes" ( + %SPHINXBUILD% -b changes %ALLSPHINXOPTS% %BUILDDIR%/changes + if errorlevel 1 exit /b 1 + echo. + echo.The overview file is in %BUILDDIR%/changes. + goto end +) + +if "%1" == "linkcheck" ( + %SPHINXBUILD% -b linkcheck %ALLSPHINXOPTS% %BUILDDIR%/linkcheck + if errorlevel 1 exit /b 1 + echo. + echo.Link check complete; look for any errors in the above output ^ +or in %BUILDDIR%/linkcheck/output.txt. + goto end +) + +if "%1" == "doctest" ( + %SPHINXBUILD% -b doctest %ALLSPHINXOPTS% %BUILDDIR%/doctest + if errorlevel 1 exit /b 1 + echo. + echo.Testing of doctests in the sources finished, look at the ^ +results in %BUILDDIR%/doctest/output.txt. + goto end +) + +if "%1" == "coverage" ( + %SPHINXBUILD% -b coverage %ALLSPHINXOPTS% %BUILDDIR%/coverage + if errorlevel 1 exit /b 1 + echo. + echo.Testing of coverage in the sources finished, look at the ^ +results in %BUILDDIR%/coverage/python.txt. + goto end +) + +if "%1" == "xml" ( + %SPHINXBUILD% -b xml %ALLSPHINXOPTS% %BUILDDIR%/xml + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The XML files are in %BUILDDIR%/xml. + goto end +) + +if "%1" == "pseudoxml" ( + %SPHINXBUILD% -b pseudoxml %ALLSPHINXOPTS% %BUILDDIR%/pseudoxml + if errorlevel 1 exit /b 1 + echo. + echo.Build finished. The pseudo-XML files are in %BUILDDIR%/pseudoxml. + goto end +) + +:end diff --git a/doc/myopic.rst b/doc/myopic.rst deleted file mode 100644 index d55b857c..00000000 --- a/doc/myopic.rst +++ /dev/null @@ -1,139 +0,0 @@ -.. _myopic: - -########################################## -Myopic transition path -########################################## - -The myopic code can be used to investigate progressive changes in a network, for instance, those taking place throughout a transition path. The capacities installed in a certain time step are maintained in the network until their operational lifetime expires. - -The myopic approach was initially developed and used in the paper `Early decarbonisation of the European Energy system pays off (2020) `__ and later further extended in `Speed of technological transformations required in Europe to achieve different climate goals (2022) `__. The current implementation complies with the PyPSA-Eur-Sec standard working flow and is compatible with using the higher resolution electricity transmission model `PyPSA-Eur `__ rather than a one-node-per-country model. - -The current code applies the myopic approach to generators, storage technologies and links in the power sector. It furthermore applies it to the space and water heating sector (e.g., the share of district heating and reduced space heat demand), industry processes (e.g., steel, direct reduced iron, and aluminum production via primary route), the share of fuel cell and battery electric vehicles in land transport, and the hydrogen share in shipping (see :doc:`supply_demand` for further information). - -The following subjects within the land transport and biomass currently do not evolve with the myopic approach: - -- The percentage of electric vehicles that allow demand-side management and vehicle-to-grid services. - -- The annual biomass potential (default year and scenario for which potential is taken is 2030, defined `here `_) - -Configuration -================= - -PyPSA-Eur-Sec has several configuration options which are collected in a config.yaml file located in the root directory. For myopic optimization, users should copy the provided default configuration ``config.default.yaml`` and make their own modifications and assumptions in the user-specific configuration file (``config.yaml``). - -The following options included in the config.yaml file are relevant for the myopic code. - -To activate the myopic option select ``foresight: 'myopic'`` in ``config.yaml``. - -The {planning_horizons} wildcard indicates the year in which the network is optimized. For a myopic optimization, this is equivalent to the investment year. To set the investment years which are sequentially simulated for the myopic investment planning, select for example: - - planning_horizons: - - \- 2020 - - \- 2030 - - \- 2040 - - \- 2050 - -in ``config.yaml``. - - -**existing capacities** - -Grouping years indicates the bins limits for grouping the existing capacities of different technologies. Note that separate bins are defined for the power and heating plants due to different data sources. - -``grouping_years_power: [1980, 1985, 1990, 1995, 2000, 2005, 2010, 2015, 2020, 2025, 2030]`` - -``grouping_years_heat: [1980, 1985, 1990, 1995, 2000, 2005, 2010, 2015, 2019]`` - - - - - -**threshold capacity** - -If for a technology, node, and grouping bin, the capacity is lower than threshold_capacity, it is ignored. - -``threshold_capacity: 10`` - - - - -**conventional carriers** - -Conventional carriers indicate carriers used in the existing conventional technologies. - - conventional_carriers: - - \- lignite - - \- coal - - \- oil - - \- uranium - - - - -Options -============= -The total carbon budget for the entire transition path can be indicated in the `sector_opts `_ in ``config.yaml``. The carbon budget can be split among the ``planning_horizons`` following an exponential or beta decay. -E.g. ``'cb40ex0'`` splits a carbon budget equal to 40 Gt :math:`_{CO_2}` following an exponential decay whose initial linear growth rate r is zero. -They can also follow some user-specified path, if defined `here `_. -The paper `Speed of technological transformations required in Europe to achieve different climate goals (2022) `__ defines CO_2 budgets corresponding to global temperature increases (1.5C – 2C) as response to the emissions. Here, global carbon budgets are converted to European budgets assuming equal-per capita distribution which translates into a 6.43% share for Europe. The carbon budgets are in this paper distributed throughout the transition paths assuming an exponential decay. Emissions e(t) in every year t are limited by - -.. math:: - e(t) = e_0 (1+ (r+m)t) e^{-mt} - -where r is the initial linear growth rate, which here is assumed to be r=0, and the decay parameter m is determined by imposing the integral of the path to be equal to the budget for Europe. Following this approach, the CO_2 budget is defined. Following the same approach as in this paper, add the following to the ``scenario.sector_opts`` -E.g. ``-cb25.7ex0`` (1.5C increase) -Or ``cb73.9ex0`` (2C increase). -See details in Supplemental Note S1 `Speed of technological transformations required in Europe to achieve different climate goals (2022) `__. - - -General myopic code structure -=============================== - -The myopic code solves the network for the time steps included in ``planning_horizons`` in a recursive loop, so that: - -1. The existing capacities (those installed before the base year are added as fixed capacities with p_nom=value, p_nom_extendable=False). E.g. for baseyear=2020, capacities installed before 2020 are added. In addition, the network comprises additional generator, storage, and link capacities with p_nom_extendable=True. The non-solved network is saved in ``results/run_name/networks/prenetworks-brownfield``. -The base year is the first element in ``planning_horizons``. Step 1 is implemented with the rule add_baseyear for the base year and with the rule add_brownfield for the remaining planning_horizons. - -2. The 2020 network is optimized. The solved network is saved in ``results/run_name/networks/postnetworks`` - -3. For the next planning horizon, e.g. 2030, the capacities from a previous time step are added if they are still in operation (i.e., if they fulfil planning horizon <= commissioned year + lifetime). In addition, the network comprises additional generator, storage, and link capacities with p_nom_extendable=True. The non-solved network is saved in ``results/run_name/networks/prenetworks-brownfield``. - -Steps 2 and 3 are solved recursively for all the planning_horizons included in ``config.yaml``. - -Rule overview -=============================== - -- rule add_existing baseyear - - The rule add_existing_baseyear loads the network in ‘results/run_name/networks/prenetworks’ and performs the following operations: - - 1. Add the conventional, wind and solar power generators that were installed before the base year. - - 2. Add the heating capacities that were installed before the base year. - - The existing conventional generators are retrieved from the `powerplants.csv file `__ generated by pypsa-eur which, in turn, is based on the `powerplantmatching `__ database. - - Existing wind and solar capacities are retrieved from `IRENA annual statistics `__ and distributed among the nodes in a country proportional to capacity factor. (This will be updated to include capacity distributions closer to reality.) - - Existing heating capacities are retrieved from the report `Mapping and analyses of the current and future (2020 - 2030) heating/cooling fuel deployment (fossil/renewables) - `__. - - The heating capacities are assumed to have a lifetime indicated by the parameter lifetime in the configuration file, e.g 25 years. They are assumed to be decommissioned linearly starting on the base year, e.g., from 2020 to 2045. - - Then, the resulting network is saved in ``results/run_name/networks/prenetworks-brownfield``. - -- rule add_brownfield - - The rule add_brownfield loads the network in ``results/run_name/networks/prenetworks`` and performs the following operation: - - 1. Read the capacities optimized in the previous time step and add them to the network if they are still in operation (i.e., if they fulfill planning horizon < commissioned year + lifetime) - - Then, the resulting network is saved in ``results/run_name/networks/prenetworks_brownfield``. diff --git a/doc/overnight.rst b/doc/overnight.rst deleted file mode 100644 index deb77625..00000000 --- a/doc/overnight.rst +++ /dev/null @@ -1,11 +0,0 @@ -.. _overnight: - -########################################## -Overnight (greenfield) scenarios -########################################## - -The default is to calculate a rebuilding of the energy system to meet demand, a so-called overnight or greenfield approach. - -For this, use ``foresight : 'overnight'`` in ``config.yaml``, like the example in ``config.default.yaml``. - -In this case, the ``planning_horizons : [2030]`` scenario parameter can be set to use the year from which cost and other technology assumptions are set (forecasts for 2030 in this case). diff --git a/doc/perfect.rst b/doc/perfect.rst deleted file mode 100644 index d7ca9cc0..00000000 --- a/doc/perfect.rst +++ /dev/null @@ -1,9 +0,0 @@ -.. _perfect: - -########################################## -Perfect foresight scenarios -########################################## - -Perfect foresight is currently under development but it is not yet implemented. - -For this, use ``foresight : 'perfect'`` in ``config.yaml``. diff --git a/doc/plotting.rst b/doc/plotting.rst new file mode 100644 index 00000000..895eab3b --- /dev/null +++ b/doc/plotting.rst @@ -0,0 +1,28 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Plotting and Summaries +########################################## + + +Rule ``make_summary`` +======================== + +.. automodule:: make_summary + +.. _summary_plot: + +Rule ``plot_summary`` +======================== + +.. automodule:: plot_summary + +.. _map_plot: + +Rule ``plot_network`` +======================== + +.. automodule:: plot_network diff --git a/doc/preparation.rst b/doc/preparation.rst new file mode 100644 index 00000000..a180bb0d --- /dev/null +++ b/doc/preparation.rst @@ -0,0 +1,126 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Building Electricity Networks +########################################## + +The preparation process of the PyPSA-Eur energy system model consists of a group of ``snakemake`` +rules which are briefly outlined and explained in detail in the sections below. + +Not all data dependencies are shipped with the git repository. +Instead we provide separate data bundles which can be obtained +using the ``retrieve*`` rules (:ref:`data`). +Having downloaded the necessary data, + +- :mod:`build_shapes` generates GeoJSON files with shapes of the countries, exclusive economic zones and `NUTS3 `_ areas. +- :mod:`build_cutout` prepares smaller weather data portions from `ERA5 `_ for cutout ``europe-2013-era5`` and SARAH for cutout ``europe-2013-sarah``. + +With these and the externally extracted ENTSO-E online map topology +(``data/entsoegridkit``), it can build a base PyPSA network with the following rules: + +- :mod:`base_network` builds and stores the base network with all buses, HVAC lines and HVDC links, while +- :mod:`build_bus_regions` determines `Voronoi cells `_ for all substations. + +Then the process continues by calculating conventional power plant capacities, potentials, and per-unit availability time series for variable renewable energy carriers and hydro power plants with the following rules: + +- :mod:`build_powerplants` for today's thermal power plant capacities using `powerplantmatching `_ allocating these to the closest substation for each powerplant, +- :mod:`build_natura_raster` for rasterising NATURA2000 natural protection areas, +- :mod:`build_ship_raster` for building shipping traffic density, +- :mod:`build_renewable_profiles` for the hourly capacity factors and installation potentials constrained by land-use in each substation's Voronoi cell for PV, onshore and offshore wind, and +- :mod:`build_hydro_profile` for the hourly per-unit hydro power availability time series. + +The central rule :mod:`add_electricity` then ties all the different data inputs +together into a detailed PyPSA network stored in ``networks/elec.nc``. + +.. _busregions: + +Rule ``build_bus_regions`` +============================= + +.. automodule:: build_bus_regions + +.. _cutout: + +Rule ``build_cutout`` +============================= + +.. automodule:: build_cutout + + +Rule ``prepare_links_p_nom`` +=============================== + +.. automodule:: prepare_links_p_nom + +.. _natura: + +Rule ``build_natura_raster`` +=============================== + +.. automodule:: build_natura_raster + + +.. _base: + +Rule ``base_network`` +============================= + +.. automodule:: base_network + +.. _shapes: + +Rule ``build_shapes`` +============================= + +.. automodule:: build_shapes + + +.. _powerplants: + +Rule ``build_powerplants`` +============================= + +.. automodule:: build_powerplants + + +.. _load_data: + +Rule ``build_load_data`` +============================= + + +.. automodule:: build_load_data + +.. _ship: + +Rule ``build_ship_raster`` +=============================== + + +.. automodule:: build_ship_raster + + +.. _renewableprofiles: + +Rule ``build_renewable_profiles`` +==================================== + +.. automodule:: build_renewable_profiles + + +.. _hydroprofiles: + +Rule ``build_hydro_profile`` +=============================== + +.. automodule:: build_hydro_profile + +.. _electricity: + +Rule ``add_electricity`` +============================= + +.. automodule:: add_electricity diff --git a/doc/publications.bib b/doc/publications.bib new file mode 100644 index 00000000..4be6676a --- /dev/null +++ b/doc/publications.bib @@ -0,0 +1,261 @@ +@Comment{ +SPDX-FileCopyrightText: 2023 The PyPSA-Eur Authors + +SPDX-License-Identifier: CC0-1.0 +} + +@article{PyPSAEur, + author = "Jonas Hörsch and Fabian Hofmann and David Schlachtberger and Tom Brown", + title = "PyPSA-Eur: An open optimisation model of the {European} transmission system", + journal = "Energy Strategy Reviews", + volume = "22", + pages = "207--215", + year = "2018", + doi = "10.1016/j.esr.2018.08.012", + eprint = "1806.01613" +} + +@misc{PyPSAEurSec, + author = "Fabian Neumann and Elisabeth Zeyen and Marta Victoria and Tom Brown", + title = "The Potential Role of a Hydrogen Network in {Europe}", + year = "2022", + eprint = "2207.05816", +} + +@article{brownSynergiesSector2018a, + title = {Synergies of sector coupling and transmission reinforcement in a cost-optimised, highly renewable {European} energy system}, + volume = {160}, + issn = {03605442}, + doi = {10.1016/j.energy.2018.06.222}, + journal = {Energy}, + author = {Brown, T. and Schlachtberger, D. and Kies, A. and Schramm, S. and Greiner, M.}, + year = {2018}, + pages = {720--739}, +} + + +@article{SpeedTechnological2022, + title = "Speed of technological transformations required in {Europe} to achieve different climate goals", + author = "Marta Victoria and Elisabeth Zeyen and Tom Brown", + journal = "Joule", + volume = "6", + number = "5", + pages = "1066--1086", + year = "2022", + doi = "10.1016/j.joule.2022.04.016", + eprint = "2109.09563", +} + + + +@article{victoriaEarlyDecarbonisation2020, + title = {Early decarbonisation of the {European} energy system pays off}, + volume = {11}, + doi = {10.1038/s41467-020-20015-4}, + number = {1}, + journal = {Nature Communications}, + author = {Victoria, Marta and Zhu, Kun and Brown, Tom and Andresen, Gorm B. and Greiner, Martin}, + year = {2020}, + pages = {6223}, +} + +@article{schlachtbergerCostOptimal2018, + title = {Cost optimal scenarios of a future highly renewable {European} electricity system: {Exploring} the influence of weather data, cost parameters and policy constraints}, + volume = {163}, + eprint = {http://arxiv.org/abs/1803.09711}, + doi = {10/gfk5cj}, + journal = {Energy}, + author = {Schlachtberger, David P. and Brown, Tom and Schäfer, Mirko and Schramm, Stefan and Greiner, Martin}, + year = {2018}, + pages = {100--114}, +} + +@article{zeyenMitigatingHeat2021, + title = {Mitigating heat demand peaks in buildings in a highly renewable {European} energy system}, + volume = {231}, + url = {http://arxiv.org/abs/2012.01831}, + doi = {10.1016/j.energy.2021.120784}, + journal = {Energy}, + author = {Zeyen, Elisabeth and Hagenmeyer, Veit and Brown, Tom}, + year = {2021}, + pages = {120784}, +} + +@misc{zeyenEndogenousLearning2022, + title = {Endogenous learning for green hydrogen in a sector-coupled energy model for {Europe}}, + url = {http://arxiv.org/abs/2205.11901}, + author = {Zeyen, Elisabeth and Victoria, Marta and Brown, Tom}, + year = {2022}, +} + + + +@article{MILLINGER2022120016, + title = {Are biofuel mandates cost-effective? - An analysis of transport fuels and biomass usage to achieve emissions targets in the European energy system}, + journal = {Applied Energy}, + volume = {326}, + pages = {120016}, + year = {2022}, + doi = {https://doi.org/10.1016/j.apenergy.2022.120016}, + author = {M. Millinger and L. Reichenberg and F. Hedenus and G. Berndes and E. Zeyen and T. Brown}, +} + +@misc{frysztackiInverseMethods2022, + title = {Inverse methods: {How} feasible are spatially low-resolved capacity expansion modeling results when dis-aggregated at high resolution?}, + url = {http://arxiv.org/abs/2209.02364}, + author = {Frysztacki, Martha Maria and Hagenmeyer, Veit and Brown, Tom}, + year = {2022}, +} + + + +@article{frysztackiStrongEffect2021a, + title = {The strong effect of network resolution on electricity system models with high shares of wind and solar}, + volume = {291}, + issn = {03062619}, + doi = {10.1016/j.apenergy.2021.116726}, + journal = {Applied Energy}, + author = {Frysztacki, Martha Maria and Hörsch, Jonas and Hagenmeyer, Veit and Brown, Tom}, + year = {2021}, + pages = {116726}, +} + + + + +@inproceedings{frysztackiModelingCurtailment2020a, + title = {Modeling {Curtailment} in {Germany}: {How} {Spatial} {Resolution} {Impacts} {Line} {Congestion}}, + shorttitle = {Modeling {Curtailment} in {Germany}}, + doi = {10.1109/EEM49802.2020.9221886}, + booktitle = {2020 17th {International} {Conference} on the {European} {Energy} {Market} ({EEM})}, + publisher = {IEEE}, + author = {Frysztacki, Martha and Brown, Tom}, + year = {2020}, + pages = {1--7}, +} + + +@article{frysztackiComparisonClustering2022, + title = {A comparison of clustering methods for the spatial reduction of renewable electricity optimisation models of {Europe}}, + volume = {5}, + url = {https://energyinformatics.springeropen.com/articles/10.1186/s42162-022-00187-7}, + doi = {10.1186/s42162-022-00187-7}, + number = {1}, + journal = {Energy Informatics}, + author = {Frysztacki, Martha Maria and Recht, Gereon and Brown, Tom}, + year = {2022}, + pages = {4}, +} + +@article{neumannNearoptimalFeasible2021, + title = {The near-optimal feasible space of a renewable power system model}, + volume = {190}, + doi = {10.1016/j.epsr.2020.106690}, + journal = {Electric Power Systems Research}, + author = {Neumann, Fabian and Brown, Tom}, + year = {2021}, + pages = {106690}, +} + +@article{neumannAssessmentsLinear2022, + title = {Assessments of linear power flow and transmission loss approximations in coordinated capacity expansion problems}, + volume = {314}, + doi = {10.1016/j.apenergy.2022.118859}, + journal = {Applied Energy}, + author = {Neumann, Fabian and Hagenmeyer, Veit and Brown, Tom}, + year = {2022}, +} + + +@article{neumannCostsRegional2021, + title = {Costs of regional equity and autarky in a renewable {European} power system}, + volume = {35}, + doi = {10.1016/j.esr.2021.100652}, + journal = {Energy Strategy Reviews}, + author = {Neumann, Fabian}, + year = {2021}, +} + + +@article{roseHydrogenRefueling2020, + title = {Hydrogen refueling station networks for heavy-duty vehicles in future power systems}, + volume = {83}, + issn = {13619209}, + doi = {10.1016/j.trd.2020.102358}, + journal = {Transportation Research Part D: Transport and Environment}, + author = {Rose, Philipp K. and Neumann, Fabian}, + year = {2020}, + pages = {102358}, +} + +@inproceedings{neumannHeuristicsTransmission2019a, + title = {Heuristics for {Transmission} {Expansion} {Planning} in {Low}-{Carbon} {Energy} {System} {Models}}, + doi = {10.1109/EEM.2019.8916411}, + booktitle = {2019 16th {International} {Conference} on the {European} {Energy} {Market} ({EEM})}, + publisher = {IEEE}, + author = {Neumann, Fabian and Brown, Tom}, + year = {2019}, + pages = {1--8}, +} + +@misc{neumannBroadRanges2021, + title = {Broad {Ranges} of {Investment} {Configurations} for {Renewable} {Power} {Systems}, {Robust} to {Cost} {Uncertainty} and {Near}-{Optimality}}, + url = {http://arxiv.org/abs/2111.14443}, + author = {Neumann, Fabian and Brown, Tom}, + year = {2021}, +} + +@misc{gazafroudiLongTermBenefits2021, + title = {Long-{Term} {Benefits} for {Renewables} {Integration} of {Network} {Boosters} for {Corrective} {Grid} {Security}}, + url = {http://arxiv.org/abs/2112.06667}, + author = {Gazafroudi, Amin Shokri and Zeyen, Elisabeth and Frysztacki, Martha and Neumann, Fabian and Brown, Tom}, + year = {2021}, +} + + + +@article{shokrigazafroudiTopologybasedApproximations2022, + title = {Topology-based approximations for {N} - 1 contingency constraints in power transmission networks}, + volume = {137}, + doi = {10.1016/j.ijepes.2021.107702}, + journal = {International Journal of Electrical Power \& Energy Systems}, + author = {Shokri Gazafroudi, Amin and Neumann, Fabian and Brown, Tom}, + year = {2022}, + pages = {107702}, +} + + +@inproceedings{horschRoleSpatial2017, + title = {The role of spatial scale in joint optimisations of generation and transmission for {European} highly renewable scenarios}, + doi = {10.1109/EEM.2017.7982024}, + booktitle = {2017 14th {International} {Conference} on the {European} {Energy} {Market} ({EEM})}, + publisher = {IEEE}, + author = {Horsch, Jonas and Brown, Tom}, + year = {2017}, + pages = {1--7}, +} + +@article{schlachtbergerBenefitsCooperation2017a, + title = {The benefits of cooperation in a highly renewable {European} electricity network}, + volume = {134}, + issn = {03605442}, + doi = {10.1016/j.energy.2017.06.004}, + journal = {Energy}, + author = {Schlachtberger, D.P. and Brown, T. and Schramm, S. and Greiner, M.}, + year = {2017}, + pages = {469--481}, +} + +@misc{glaumEnhancingGerman2022, + title = {Enhancing the {German} {Transmission} {Grid} {Through} {Dynamic} {Line} {Rating}}, + url = {http://arxiv.org/abs/2208.04716}, + author = {Glaum, Philipp and Hofmann, Fabian}, + year = {2022}, +} + +@misc{parzenPyPSAEarthNew2022, + title = {{PyPSA}-{Earth}. {A} {New} {Global} {Open} {Energy} {System} {Optimization} {Model} {Demonstrated} in {Africa}}, + url = {http://arxiv.org/abs/2209.04663}, + author = {Parzen, Maximilian and Abdel-Khalek, Hazem and Fedorova, Ekaterina and Mahmood, Matin and Frysztacki, Martha Maria and Hampp, Johannes and Franken, Lukas and Schumm, Leon and Neumann, Fabian and Poli, Davide and Kiprakis, Aristides and Fioriti, Davide}, + year = {2022}, +} diff --git a/doc/publications.rst b/doc/publications.rst new file mode 100644 index 00000000..c824873e --- /dev/null +++ b/doc/publications.rst @@ -0,0 +1,11 @@ +.. + SPDX-FileCopyrightText: 2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Publications +########################################## + +.. bibliography:: + :all: diff --git a/doc/release_notes.rst b/doc/release_notes.rst index f80d78f0..e668e92e 100644 --- a/doc/release_notes.rst +++ b/doc/release_notes.rst @@ -1,18 +1,702 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + ########################################## Release Notes ########################################## -Future release -============== +Upcoming Release +================ + +* Bugfix: Correct typo in the CPLEX solver configuration in ``config.default.yaml``. + +PyPSA-Eur 0.8.0 (18th March 2023) +================================= .. note:: - This unreleased version currently may require the master branches of PyPSA, PyPSA-Eur, and the technology-data repository. + This is the first release of PyPSA-Eur which incorporates its sector-coupled extension PyPSA-Eur-Sec (v0.7.0). + PyPSA-Eur can now directly be used for high-resolution energy system modelling with sector-coupling + including industry, transport, buildings, biomass, and detailed carbon management. The PyPSA-Eur-Sec repository is now deprecated. + +* The :mod:`solve_network` script now uses the ``linopy`` backend of PyPSA and is applied for both electricity-only and sector-coupled models. This + requires an adjustment of custom ``extra_functionality``. + See the `migration guide `_ in the PyPSA documentation. + +* The configuration file ``config.default.yaml`` now also includes settings for + sector-coupled models, which will be ignored when the user runs + electricity-only studies. Common settings have been aligned. + +* Unified handling of scenario runs. Users can name their scenarios in ``run: + name:``, which will encapsulate results in a correspondingly named folder + under ``results``. Additionally, users can select to encapsulate the ``resources`` folder + in the same way, through the setting ``run: shared_resources:``. + +* The solver configurations in ``config.default.yaml`` are now modularized. To + change the set of solver options, change to value in ``solving: solver: + options:`` to one of the keys in ``solving: solver_options:``. + +* The ``Snakefile`` has been modularised. Rules are now organised in the + ``rules`` directory. + +* Unified wildcard for transmission line expansion from ``{lv}`` and ``{ll}`` to + ``{ll}``. + +* Renamed collection rules to distinguish between sector-coupled and + electricity-only runs: ``cluster_networks``, ``extra_components_networks``, + ``prepare_elec_networks``, ``prepare_sector_networks``, + ``solve_elec_networks``, ``solve_sector_networks``, ``plot_networks``, + ``all``. + +* Some rules with a small computational footprint have been declared as ``localrules``. + +* Added new utility rules ``purge`` for clearing workflow outputs from the + directory, ``doc`` to build the documentation, and ``dag`` to create a + workflow graph. + +* The workflow can now be used with the ``snakemake --use-conda`` directive. In + this way, Snakemake can automatically handle the installation of dependencies. + +* Data retrieval rules now retry download twice in case of connection problems. + +* The cutouts are now marked as ``protected()`` in the workflow to avoid + accidental recomputation. + +* The files contained in ``data/bundle`` are now marked as ``ancient()`` as they + are not expected to be altered by workflow changes. + +* Preparation scripts for sector-coupled models have been improved to only run + for the subset of selected countries rather than all European countries. + +* Added largely automated country code conversion using ``country_converter``.. + +* Test coverage extended to an electricity-only run and sector-coupled runs for + overnight and myopic foresight scenarios for Ubuntu, MacOS and Windows. + +* Apply ``black`` and ``snakefmt`` code formatting. + +* Implemented REUSE compatibility for merged code. + +* Merged documentations of PyPSA-Eur and PyPSA-Eur-Sec. + +* Added a tutorial for running sector-coupled models to the documentation + (:ref:`tutorial_sector`). + +* Deleted ``config.tutorial.yaml``, which is superseded by + ``test/config.electricity.yaml``. + +* The ``mock_snakemake`` function now also takes configuration files as inputs. + +* The helper scripts ``helper.py`` and ``_helpers.py`` have been merged into + ``_helpers.py``. + +* The unused rule ``plot_p_nom_max`` has been removed. + +* The rule ``solve_network`` from PyPSA-Eur-Sec was renamed to + ``solve_sector_network``. + +* The plotting scripts from PyPSA-Eur (electricity-only) have been removed and + are superseded by those from PyPSA-Eur-Sec (sector-coupled). + +PyPSA-Eur Releases (pre-merge) +============================== + +PyPSA-Eur 0.7.0 (16th February 2023) +------------------------------------ + + +**New Features** + +* Carriers of generators can now be excluded from aggregation in clustering + network and simplify network (see ``exclude_carriers``). + +* Added control for removing stubs in :mod:`simplify_network` with options + ``remove_stubs`` and ``remove_stubs_across_countries``. + +* Add control for showing a progressbar in ``atlite`` processes + (``show_progress``). Disabling the progressbar saves a lot of time. + +* Added control for resolution of land eligibility analysis (see + ``excluder_resolution``). + + +**Breaking Changes** + +* The config entry ``snapshots: closed:`` was renamed to ``snapshots: + inclusive:`` to address the upstream deprecation with ``pandas=1.4``. The + previous setting ``None`` is no longer supported and replaced by ``both``, see + the `pandas documentation + `_. + Minimum version is now ``pandas>=1.4``. + +* The configuration setting ``summary_dir`` was removed. + + +**Changes** + +* Configuration defaults to new ``technology-data`` version 0.5.0. + +* Fixed CRS warnings when projection of datasets was not specified. + +* Cleaned shape unary unions. + +* Increased resource requirements for some rules. + +* Updated documentation. + +* The documentation now uses the ``sphinx_book_theme``. + + +**Bugs and Compatibility** + + +* Bugfix: Corrected extent of natural protection areas in :mod:`build_natura_raster`. + +* Bugfix: Use correct load variables for formulating reserve constraints. + +* Bugfix: Use all available energy-to-power ratios for hydropower plants. + +* Bugfix: The most recent processing of the ``entsoegridkit`` extract required + further manual corrections. Also, the connection points of TYNDP links were + corrected. + +* Bugfix: Handle absence of hydropower inflow in ``EQ`` constraint. + +* Compatibility with ``pyomo>=6.4.3`` in :mod:`cluster_network`. + +* Upgrade to ``shapely>=2``. + +* Updated version of CI cache action to version 3. +* +* Updated dependency constraints in ``environment.yaml``. + +* Address various deprecation warnings. + + + +PyPSA-Eur 0.6.1 (20th September 2022) +------------------------------------- + +* Individual commits are now tested against pre-commit hooks. This includes + black style formatting, sorting of package imports, Snakefile formatting and + others. Installation instructions can for the pre-commit can be found `here + `_. + +* Pre-commit CI is now part of the repository's CI. + +* The software now supports running the workflow with different settings within + the same directory. A new config section ``run`` was created that specifies + under which scenario ``name`` the created resources, networks and results + should be stored. If ``name`` is not specified, the workflow uses the default + paths. The entry ``shared_cutouts`` specifies whether the run should use + cutouts from the default root directory or use run-specific cutouts. + +* The heuristic distribution of today's renewable capacity installations is now + enabled by default. + +* The marginal costs of conventional generators are now taking the plant-specific + efficiency into account where available. + +PyPSA-Eur 0.6.0 (10th September 2022) +------------------------------------- + +* Functionality to consider shipping routes when calculating the available area + for offshore technologies were added. Data for the shipping density comes from + the `Global Shipping Traffic Density dataset + `_. + +* When transforming all transmission lines to a unified voltage level of 380kV, + the workflow now preserves the transmission capacity rather than electrical + impedance and reactance. + +* Memory resources are now specified for all rules. + +* Filtering of power plant data was adjusted to new versions of + ``powerplantmatching``. + +* The resolution of land exclusion calculation is now a configurable option. See + setting ``excluder_resolution``. + + +PyPSA-Eur 0.5.0 (27th July 2022) +-------------------------------- + +**New Features** + +* New network topology extracted from the ENTSO-E interactive map. +* Added existing renewable capacities for all countries based on IRENA + statistics (IRENASTAT) using new ``powerplantmatching`` version: +* The corresponding ``config`` entries changed from ``estimate_renewable_capacities_from_capacity_stats`` to ``estimate_renewable_capacities``. +* The estimation is endabled by setting the subkey ``enable`` to ``True``. +* Configuration of reference year for capacities can be configured (default: ``2020``) +* The list of renewables provided by the OPSD database can be used as a basis, using the tag ``from_opsd: True``. This adds the renewables from the database and fills up the missing capacities with the heuristic distribution. +* Uniform expansion limit of renewable build-up based on existing capacities + can be configured using ``expansion_limit`` option (default: ``false``; + limited to determined renewable potentials) +* Distribution of country-level capacities proportional to maximum annual + energy yield for each bus region +* The config key ``renewable_capacities_from_OPSD`` is deprecated and was moved + under the section, ``estimate_renewable_capacities``. To enable it, set + ``from_opsd`` to ``True``. + +* Add operational reserve margin constraint analogous to `GenX implementation + `_. Can be activated + with config setting ``electricity: operational_reserve:``. + +* Implement country-specific Energy Availability Factors (EAFs) for nuclear + power plants based on IAEA 2018-2020 reported country averages. These are + specified ``data/nuclear_p_max_pu.csv`` and translate to static ``p_max_pu`` + values. + +* Add function to add global constraint on use of gas in :mod:`prepare_network`. + This can be activated by including the keyword ``CH4L`` in the ``{opts}`` + wildcard which enforces the limit set in ``electricity: gaslimit:`` given in + MWh thermal. Alternatively, it is possible to append a number in the ``{opts}`` + wildcard, e.g. ``CH4L200`` which limits the gas use to 200 TWh thermal. + +* Add option to alter marginal costs of a carrier through ``{opts}`` wildcard: + ``+m``, e.g. ``gas+m2.5``, will multiply the default marginal + cost for gas by factor 2.5. + +* Hierarchical clustering was introduced. Distance metric is calculated from + renewable potentials on hourly (feature entry ends with ``-time``) or annual + (feature entry in config end with ``-cap``) values. + +* Greedy modularity clustering was introduced. Distance metric is based on electrical distance taking into account the impedance of all transmission lines of the network. + +* Techno-economic parameters of technologies (e.g. costs and efficiencies) will + now be retrieved from a separate repository `PyPSA/technology-data + `_ that collects assumptions from a + variety of sources. It is activated by default with ``enable: + retrieve_cost_data: true`` and controlled with ``costs: year:`` and ``costs: + version:``. The location of this data changed from ``data/costs.csv`` to + ``resources/costs.csv`` [`#184 + `_]. + +* A new section ``conventional`` was added to the config file. This section + contains configurations for conventional carriers. + +* Add configuration option to implement arbitrary generator attributes for + conventional generation technologies. + +* Add option to set CO2 emission prices through ``{opts}`` wildcard: ``Ep``, + e.g. ``Ep180``, will set the EUR/tCO2 price. + +**Changes** + +* Add an efficiency factor of 88.55% to offshore wind capacity factors as a + proxy for wake losses. More rigorous modelling is `planned + `_ [`#277 + `_]. + +* Following discussion in `#285 + `_ we have disabled the + correction factor for solar PV capacity factors by default while satellite + data is used. A correction factor of 0.854337 is recommended if reanalysis + data like ERA5 is used. + +* The default deployment density of AC- and DC-connected offshore wind capacity + is reduced from 3 MW/sqkm to a more conservative estimate of 2 MW/sqkm [`#280 + `_]. + +* The inclusion of renewable carriers is now specified in the config entry + ``renewable_carriers``. Before this was done by commenting/uncommenting + sub-sections in the ``renewable`` config section. + +* Now, all carriers that should be extendable have to be listed in the config + entry ``extendable_carriers``. Before, renewable carriers were always set to + be extendable. For backwards compatibility, the workflow is still looking at + the listed carriers under the ``renewable`` key. In the future, all of them + have to be listed under ``extendable_carriers``. + +* It is now possible to set conventional power plants as extendable by adding + them to the list of extendable ``Generator`` carriers in the config. + +* Listing conventional carriers in ``extendable_carriers`` but not in + ``conventional_carriers``, sets the corresponding conventional power plants as + extendable without a lower capacity bound of today's capacities. + +* Now, conventional carriers have an assigned capital cost by default. + +* The ``build_year`` and ``lifetime`` column are now defined for conventional + power plants. + +* Use updated SARAH-2 and ERA5 cutouts with slightly wider scope to east and + additional variables. + +* Resource definitions for memory usage now follow `Snakemake standard resource + definition + `_ + ``mem_mb`` rather than ``mem``. + +* The powerplants that have been shut down by 2021 are filtered out. + +* Updated historical `EIA hydro generation data `_. + +* Network building is made deterministic by supplying a fixed random state to + network clustering routines. + +* Clustering strategies for generator and bus attributes can now be specified directly in the ``config.yaml``. + +* Iterative solving with impedance updates is skipped if there are no expandable + lines. + +* The unused argument ``simple_hvdc_costs`` in :mod:`add_electricity` was + removed. + +* Switch from Germany to Belgium for continuous integration and tutorial to save + resources. + +* It is now possible to skip the progressbar for land eligibility calculations for additional speedup. + +**Bugs and Compatibility** + +* Fix crs bug. Change crs 4236 to 4326. + +* ``powerplantmatching>=0.5.1`` is now required for ``IRENASTATS``. + +* Update rasterio version to correctly calculate exclusion raster. + +* It is now possible to run the workflow with only landlocked countries. + +* Bugfixes for manual load adjustments across years. + +* Enable parallel computing with new dask version. + +* Restore compatibility of ``mock_snakemake`` with latest Snakemake versions. + +* Script ``build_bus_regions``: move voronoi partition from vresutils to script. -* new feature +* Script ``add_electricity``: remove ``vresutils.costdata.annuity`` dependency. +* Fix the plot_network snakemake rule. + +* Compatibility with pandas 1.4. Address deprecations. + +* Restore Windows compatibility by using ``shutil.move`` rather than ``mv``. + + +Synchronisation Release - Ukraine and Moldova (17th March 2022) +--------------------------------------------------------------- + +On March 16, 2022, the transmission networks of Ukraine and Moldova have +successfully been `synchronised with the continental European grid `_. We have taken +this as an opportunity to add the power systems of Ukraine and Moldova to +PyPSA-Eur. This includes: + +.. image:: img/synchronisation.png + :width: 500 + +* the transmission network topology from the `ENTSO-E interactive map `_. + +* existing power plants (incl. nuclear, coal, gas and hydro) from the `powerplantmatching `_ tool + +* country-level load time series from ENTSO-E through the `OPSD platform `_, which are then distributed heuristically to substations by GDP and population density. + +* wind and solar profiles based on ERA5 and SARAH-2 weather data + +* hydro profiles based on historical `EIA generation data `_ + +* a simplified calculation of wind and solar potentials based on the `Copernicus Land Cover dataset `_. + +* electrical characteristics of 750 kV transmission lines + +The Crimean power system is currently disconnected from the main Ukrainian grid and, hence, not included. + +This release is not on the ``master`` branch. It can be used with + +.. code-block:: bash + + git clone https://github.com/pypsa/pypsa-eur + git checkout synchronisation-release + + +PyPSA-Eur 0.4.0 (22th September 2021) +------------------------------------- + +**New Features and Changes** + +* With this release, we change the license from copyleft GPLv3 to the more + liberal MIT license with the consent of all contributors + [`#276 `_]. + +* Switch to the new major ``atlite`` release v0.2. The version upgrade comes + along with significant speed up for the rule ``build_renewable_profiles.py`` + (~factor 2). A lot of the code which calculated the land-use availability is now + outsourced and does not rely on ``glaes``, ``geokit`` anymore. This facilitates + the environment building and version compatibility of ``gdal``, ``libgdal`` with + other packages [`#224 `_]. + +* Implemented changes to ``n.snapshot_weightings`` in new PyPSA version v0.18 + (cf. `PyPSA/PyPSA/#227 `_) + [`#259 `_]. + +* Add option to pre-aggregate nodes without power injections (positive or + negative, i.e. generation or demand) to electrically closest nodes or neighbors + in ``simplify_network``. Defaults to ``False``. This affects nodes that are no + substations or have no offshore connection. + +* In :mod:`simplify_network`, bus columns with no longer correct entries are + removed (symbol, tags, under_construction, substation_lv, substation_off) + [`#219 `_] + +* Add option to include marginal costs of links representing fuel cells, + electrolysis, and battery inverters + [`#232 `_]. + +* The rule and script ``build_country_flh`` are removed as they are no longer + used or maintained. + +* The connection cost of generators in :mod:`simplify_network` are now reported + in ``resources/connection_costs_s{simpl}.csv`` + [`#261 `_]. + +* The tutorial cutout was renamed from ``cutouts/europe-2013-era5.nc`` to + ``cutouts/be-03-2013-era5.nc`` to accommodate tutorial and productive + cutouts side-by-side. + +* The flag ``keep_all_available_areas`` in the configuration for renewable + potentials was deprecated and now defaults to ``True``. + +* Update dependencies in ``envs/environment.yaml`` + [`#257 `_] + +* Continuous integration testing switches to Github Actions from Travis CI + [`#252 `_]. + +* Documentation on readthedocs.io is now built with ``pip`` only and no longer + requires ``conda`` [`#267 `_]. + +* Use ``Citation.cff`` [`#273 `_]. + +**Bugs and Compatibility** + + +* Support for PyPSA v0.18 [`#268 `_]. + +* Minimum Python version set to ``3.8``. + +* Removed ``six`` dependency [`#245 `_]. + +* Update :mod:`plot_network` and :mod:`make_summary` rules to latest PyPSA + versions [`#270 `_]. + +* Keep converter links to store components when using the ``ATK`` + wildcard and only remove DC links [`#214 `_]. + +* Value for ``co2base`` in ``config.yaml`` adjusted to 1.487e9 t CO2-eq + (from 3.1e9 t CO2-eq). The new value represents emissions related to the + electricity sector for EU+UK+Balkan. The old value was too high and used when + the emissions wildcard in ``{opts}`` was used + [`#233 `_]. + +* Add escape in :mod:`base_network` if all TYNDP links are already + contained in the network + [`#246 `_]. + +* In :mod:`solve_operations_network` the optimised capacities are now + fixed for all extendable links, not only HVDC links + [`#244 `_]. + +* The ``focus_weights`` are now also considered when pre-clustering in + the :mod:`simplify_network` rule + [`#241 `_]. + +* in :mod:`build_renewable_profile` where offshore wind profiles could + no longer be created [`#249 `_]. + +* Lower expansion limit of extendable carriers is now set to the + existing capacity, i.e. ``p_nom_min = p_nom`` (0 before). Simultaneously, the + upper limit (``p_nom_max``) is now the maximum of the installed capacity + (``p_nom``) and the previous estimate based on land availability (``p_nom_max``) + [`#260 `_]. + +* Solving an operations network now includes optimized store capacities + as well. Before only lines, links, generators and storage units were considered + [`#269 `_]. + +* With ``load_shedding: true`` in the solving options of ``config.yaml`` + load shedding generators are only added at the AC buses, excluding buses for H2 + and battery stores [`#269 `_]. + +* Delete duplicated capital costs at battery discharge link + [`#240 `_]. + +* Propagate the solver log file name to the solver. Previously, the + PyPSA network solving functions were not told about the solver logfile specified + in the Snakemake file [`#247 `_] + +PyPSA-Eur 0.3.0 (7th December 2020) +----------------------------------- + +**New Features** + +Using the ``{opts}`` wildcard for scenario: + +* An option is introduced which adds constraints such that each country or node produces on average a minimal share of its total consumption itself. + For example ``EQ0.5c`` set in the ``{opts}`` wildcard requires each country to produce on average at least 50% of its consumption. Additionally, + the option ``ATK`` requires autarky at each node and removes all means of power transmission through lines and links. ``ATKc`` only removes + cross-border transfer capacities. + [`#166 `_]. + +* Added an option to alter the capital cost (``c``) or installable potentials (``p``) of carriers by a factor via ``carrier+{c,p}factor`` in the ``{opts}`` wildcard. + This can be useful for exploring uncertain cost parameters. + Example: ``solar+c0.5`` reduces the capital cost of solar to 50% of original values + [`#167 `_, `#207 `_]. + +* Added an option to the ``{opts}`` wildcard that applies a time series segmentation algorithm based on renewables, hydro inflow and load time series + to produce a given total number of adjacent snapshots of varying lengths. + This feature is an alternative to downsampling the temporal resolution by simply averaging and + uses the `tsam `_ package + [`#186 `_]. + + +More OPSD integration: + +* Add renewable power plants from `OPSD `_ to the network for specified technologies. + This will overwrite the capacities calculated from the heuristic approach in :func:`estimate_renewable_capacities()` + [`#212 `_]. + +* Electricity consumption data is now retrieved directly from the `OPSD website `_ using the rule :mod:`build_load_data`. + The user can decide whether to take the ENTSO-E power statistics data (default) or the ENTSO-E transparency data + [`#211 `_]. + +Other: + +* Added an option to use custom busmaps in rule :mod:`cluster_network`. To use this feature set ``enable: custom_busmap: true``. + Then, the rule looks for custom busmaps at ``data/custom_busmap_elec_s{simpl}_{clusters}.csv``, + which should have the same format as ``resources/busmap_elec_s{simpl}_{clusters}.csv``. + i.e. the index should contain the buses of ``networks/elec_s{simpl}.nc`` + [`#193 `_]. + +* Line and link capacities can be capped in the ``config.yaml`` at ``lines: s_nom_max:`` and ``links: p_nom_max``: + [`#166 `_]. + +* Added Google Cloud Platform tutorial (for Windows users) + [`#177 `_]. + +**Changes** + +* Don't remove capital costs from lines and links, when imposing a line volume limit (``lv``) or a line cost limit (``lc``). + Previously, these were removed to move the expansion in direction of the limit + [`#183 `_]. + +* The mappings for clustered lines and buses produced by the :mod:`simplify_network` and :mod:`cluster_network` rules + changed from Hierarchical Data Format (``.h5``) to Comma-Separated Values format (``.csv``) for ease of use. + [`#198 `_] + +* The N-1 security margin for transmission lines is now fixed to a provided value in ``config.yaml``, + removing an undocumented linear interpolation between 0.5 and 0.7 in the range between 37 and 200 nodes. + [`#199 `_]. + +* Modelling hydrogen and battery storage with Store and Link components is now the default, + rather than using StorageUnit components with fixed power-to-energy ratio + [`#205 `_]. + +* Use ``mamba`` (https://github.com/mamba-org/mamba) for faster Travis CI builds + [`#196 `_]. + +* Multiple smaller changes: Removed unused ``{network}`` wildcard, moved environment files to dedicated ``envs`` folder, + removed sector-coupling components from configuration files, updated documentation colors, minor refactoring and code cleaning + [`#190 `_]. + +**Bugs and Compatibility** + +* Add compatibility for pyomo 5.7.0 in :mod:`cluster_network` and :mod:`simplify_network` + [`#172 `_]. + +* Fixed a bug for storage units such that individual store and dispatch efficiencies are correctly taken account of rather than only their round-trip efficiencies. + In the cost database (``data/costs.csv``) the efficiency of battery inverters should be stated as per discharge/charge rather than per roundtrip + [`#202 `_]. + +* Corrected exogenous emission price setting (in ``config: cost: emission price:``), + which now correctly accounts for the efficiency and effective emission of the generators + [`#171 `_]. + +* Corrected HVDC link connections (a) between Norway and Denmark and (b) mainland Italy, Corsica (FR) and Sardinia (IT) + as well as for East-Western and Anglo-Scottish interconnectors + [`#181 `_, `#206 `_]. + +* Fix bug of clustering ``offwind-{ac,dc}`` generators in the option of high-resolution generators for renewables. + Now, there are more sites for ``offwind-{ac,dc}`` available than network nodes. + Before, they were clustered to the resolution of the network (``elec_s1024_37m.nc``: 37 network nodes, 1024 generators) + [`#191 `_]. + +* Raise a warning if ``tech_colors`` in the config are not defined for all carriers + [`#178 `_]. + + +PyPSA-Eur 0.2.0 (8th June 2020) +------------------------------- + +* The optimization is now performed using the ``pyomo=False`` setting in the :func:`pypsa.lopf.network_lopf`. This speeds up the solving process significantly and consumes much less memory. The inclusion of additional constraints were adjusted to the new implementation. They are all passed to the :func:`network_lopf` function via the ``extra_functionality`` argument. The rule ``trace_solve_network`` was integrated into the rule :mod:`solve_network` and can be activated via configuration with ``solving: options: track_iterations: true``. The charging and discharging capacities of batteries modelled as store-link combination are now coupled [`#116 `_]. + +* An updated extract of the `ENTSO-E Transmission System Map `_ (including Malta) was added to the repository using the `GridKit `_ tool. This tool has been updated to retrieve up-to-date map extracts using a single `script `_. The update extract features 5322 buses, 6574 lines, 46 links. [`#118 `_]. + +* Added `FSFE REUSE `_ compliant license information. Documentation now licensed under CC-BY-4.0 [`#160 `_]. + +* Added a 30 minute `video introduction `_ and a 20 minute `video tutorial `_ + +* Networks now store a color and a nicely formatted name for each carrier, accessible via ``n.carrier['color']`` and ``n.carrier['nice_name'] ``(networks after ``elec.nc``). + +* Added an option to skip iterative solving usually performed to update the line impedances of expanded lines at ``solving: options: skip_iterations:``. + +* ``snakemake`` rules for retrieving cutouts and the natura raster can now be disabled independently from their respective rules to build them; via ``config.*yaml`` [`#136 `_]. + +* Removed the ``id`` column for custom power plants in ``data/custom_powerplants.csv`` to avoid custom power plants with conflicting ids getting attached to the wrong bus [`#131 `_]. + +* Add option ``renewables: {carrier}: keep_all_available_areas:`` to use all available weather cells for renewable profile and potential generation. The default ignores weather cells where only less than 1 MW can be installed [`#150 `_]. + +* Added a function ``_helpers.load_network()`` which loads a network with overridden components specified in ``snakemake.config['override_components']`` [`#128 `_]. + +* Bugfix in :mod:`base_network` which now finds all closest links, not only the first entry [`#143 `_]. + +* Bugfix in :mod:`cluster_network` which now skips recalculation of link parameters if there are no links [`#149 `_]. + +* Added information on pull requests to contribution guidelines [`#151 `_]. + +* Improved documentation on open-source solver setup and added usage warnings. + +* Updated ``conda`` environment regarding ``pypsa``, ``pyproj``, ``gurobi``, ``lxml``. This release requires PyPSA v0.17.0. + +PyPSA-Eur 0.1.0 (9th January 2020) +---------------------------------- + +This is the first release of PyPSA-Eur, a model of the European power system at the transmission network level. Recent changes include: + +* Documentation on installation, workflows and configuration settings is now available online at `pypsa-eur.readthedocs.io `_ [`#65 `_]. + +* The ``conda`` environment files were updated and extended [`#81 `_]. + +* The power plant database was updated with extensive filtering options via ``pandas.query`` functionality [`#84 `_ and `#94 `_]. + +* Continuous integration testing with `Travis CI `_ is now included for Linux, Mac and Windows [`#82 `_]. + +* Data dependencies were moved to `zenodo `_ and are now versioned [`#60 `_]. + +* Data dependencies are now retrieved directly from within the snakemake workflow [`#86 `_]. + +* Emission prices can be added to marginal costs of generators through the keywords ``Ep`` in the ``{opts}`` wildcard [`#100 `_]. + +* An option is introduced to add extendable nuclear power plants to the network [`#98 `_]. + +* Focus weights can now be specified for particular countries for the network clustering, which allows to set a proportion of the total number of clusters for particular countries [`#87 `_]. + +* A new rule :mod:`add_extra_components` allows to add additional components to the network only after clustering. It is thereby possible to model storage units (e.g. battery and hydrogen) in more detail via a combination of ``Store``, ``Link`` and ``Bus`` elements [`#97 `_]. + +* Hydrogen pipelines (including cost assumptions) can now be added alongside clustered network connections in the rule :mod:`add_extra_components` . Set ``electricity: extendable_carriers: Link: [H2 pipeline]`` and ensure hydrogen storage is modelled as a ``Store``. This is a first simplified stage [`#108 `_]. + +* Logfiles for all rules of the ``snakemake`` workflow are now written in the folder ``log/`` [`#102 `_]. + +* The new function ``_helpers.mock_snakemake`` creates a ``snakemake`` object which mimics the actual ``snakemake`` object produced by workflow by parsing the ``Snakefile`` and setting all paths for inputs, outputs, and logs. This allows running all scripts within a (I)python terminal (or just by calling ``python ``) and thereby facilitates developing and debugging scripts significantly [`#107 `_]. + + +PyPSA-Eur-Sec Releases (pre-merge) +================================== PyPSA-Eur-Sec 0.7.0 (16th February 2023) -======================================== +---------------------------------------- This release includes many new features. Highlights include new gas infrastructure data with retrofitting options for hydrogen transport, improved @@ -223,7 +907,7 @@ Many thanks to all who contributed to this release! PyPSA-Eur-Sec 0.6.0 (4 October 2021) -==================================== +------------------------------------ This release includes improvements regarding the basic chemical production, @@ -409,7 +1093,7 @@ Many thanks to all who contributed to this release! PyPSA-Eur-Sec 0.5.0 (21st May 2021) -=================================== +----------------------------------- This release includes improvements to the cost database for building retrofits, carbon budget management and wildcard settings, as well as an important bugfix for the emissions from land transport. @@ -430,7 +1114,7 @@ New features and bugfixes: Thanks to Lisa Zeyen (KIT) for the retrofitting improvements and Marta Victoria (Aarhus University) for the carbon budget and wildcard management. PyPSA-Eur-Sec 0.4.0 (11th December 2020) -========================================= +---------------------------------------- This release includes a more accurate nodal disaggregation of industry demand within each country, fixes to CHP and CCS representations, as well as changes to some configuration settings. @@ -452,7 +1136,7 @@ Many thanks to Fraunhofer ISI for opening the hotmaps database and to Lisa Zeyen PyPSA-Eur-Sec 0.3.0 (27th September 2020) -========================================= +----------------------------------------- This releases focuses on improvements to industry demand and the generation of intermediate files for demand for basic materials. There are still inconsistencies with CCS and waste management that need to be improved. @@ -475,7 +1159,7 @@ New features: PyPSA-Eur-Sec 0.2.0 (21st August 2020) -====================================== +-------------------------------------- This release introduces pathway optimization over many years (e.g. 2020, 2030, 2040, 2050) with myopic foresight, as well as outsourcing the technology assumptions to the `technology-data `_ repository. @@ -499,7 +1183,7 @@ Many thanks to Marta Victoria for implementing the myopic foresight, and Marta V PyPSA-Eur-Sec 0.1.0 (8th July 2020) -=================================== +----------------------------------- This is the first proper release of PyPSA-Eur-Sec, a model of the European energy system at the transmission network level that covers the full ENTSO-E area. @@ -537,7 +1221,7 @@ the additional sectors. PyPSA-Eur-Sec 0.0.2 (4th September 2020) -======================================== +---------------------------------------- This version, also called PyPSA-Eur-Sec-30-Path, built on PyPSA-Eur-Sec 0.0.1 (also called PyPSA-Eur-Sec-30) to include myopic @@ -553,7 +1237,7 @@ on Zenodo `_. PyPSA-Eur-Sec 0.0.1 (12th January 2018) -======================================== +--------------------------------------- This is the first published version of PyPSA-Eur-Sec, also called PyPSA-Eur-Sec-30. It was first used in the research paper `Synergies of @@ -567,24 +1251,30 @@ transport. It is `archived on Zenodo `_. - Release Process =============== +* Checkout a new release branch ``git checkout -b release-v0.x.x``. + * Finalise release notes at ``doc/release_notes.rst``. -* Update version number in ``doc/conf.py`` and ``*config.*.yaml``. +* Update ``envs/environment.fixed.yaml`` via + ``conda env export -n pypsa-eur -f envs/environment.fixed.yaml --no-builds`` + from an up-to-date ``pypsa-eur`` environment. + +* Update version number in ``doc/conf.py``, ``CITATION.cff`` and ``*config.*.yaml``. * Make a ``git commit``. -* Tag a release by running ``git tag v0.x.x``, ``git push``, ``git push --tags``. Include release notes in the tag message. +* Open, review and merge pull request for branch ``release-v0.x.x``. + Make sure to close issues and PRs or the release milestone with it (e.g. closes #X). -* Make a `GitHub release `_, which automatically triggers archiving by `zenodo `_. +* Tag a release on Github via ``git tag v0.x.x``, ``git push``, ``git push --tags``. Include release notes in the tag message. -* Send announcement on the `PyPSA mailing list `_. +* Make a `GitHub release `_, which automatically triggers archiving to the `zenodo code repository `_ with `MIT license `_. -To make a new release of the data bundle, make an archive of the files in ``data`` which are not already included in the git repository: +* Create pre-built networks for ``config.default.yaml`` by running ``snakemake -call prepare_sector_networks``. -.. code:: bash +* Upload pre-built networks to `zenodo data repository `_ with `CC BY 4.0 `_ license. - data % tar pczf pypsa-eur-sec-data-bundle.tar.gz eea/UNFCCC_v23.csv switzerland-sfoe biomass eurostat-energy_balances-* jrc-idees-2015 emobility WindWaveWEC_GLTB.xlsx myb1-2017-nitro.xls Industrial_Database.csv retro/tabula-calculator-calcsetbuilding.csv nuts/NUTS_RG_10M_2013_4326_LEVL_2.geojson h2_salt_caverns_GWh_per_sqkm.geojson +* Send announcement on the `PyPSA mailing list `_. diff --git a/doc/requirements.txt b/doc/requirements.txt new file mode 100644 index 00000000..d5c71da9 --- /dev/null +++ b/doc/requirements.txt @@ -0,0 +1,24 @@ +# SPDX-FileCopyrightText: : 2019-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +sphinx +sphinx_book_theme +sphinxcontrib-bibtex + +pypsa +vresutils>=0.3.1 +powerplantmatching>=0.5.5 +atlite>=0.2.9 +dask[distributed] +matplotlib>3.5.1,<3.6 +tabula-py + +# cartopy +scikit-learn +pycountry +pyyaml +seaborn +memory_profiler +tables +descartes diff --git a/doc/retrieve.rst b/doc/retrieve.rst new file mode 100644 index 00000000..c06b330f --- /dev/null +++ b/doc/retrieve.rst @@ -0,0 +1,143 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _data: + +############### +Retrieving Data +############### + +Not all data dependencies are shipped with the git repository, +since git is not suited for handling large changing files. +Instead we provide separate data bundles which can be obtained +using the ``retrieve*`` rules. + +Rule ``retrieve_databundle`` +============================ + +.. automodule:: retrieve_databundle + +Rule ``retrieve_cutout`` +============================ + +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.3517949.svg + :target: https://doi.org/10.5281/zenodo.3517949 + +Cutouts are spatio-temporal subsets of the European weather data from the `ECMWF ERA5 `_ reanalysis dataset and the `CMSAF SARAH-2 `_ solar surface radiation dataset for the year 2013. +They have been prepared by and are for use with the `atlite `_ tool. You can either generate them yourself using the ``build_cutouts`` rule or retrieve them directly from `zenodo `__ through the rule ``retrieve_cutout``. +The :ref:`tutorial` uses a smaller cutout than required for the full model (30 MB), which is also automatically downloaded. + +.. note:: + To download cutouts yourself from the `ECMWF ERA5 `_ you need to `set up the CDS API `_. + + +**Relevant Settings** + +.. code:: yaml + + tutorial: + enable: + build_cutout: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf` + +**Outputs** + +- ``cutouts/{cutout}``: weather data from either the `ERA5 `_ reanalysis weather dataset or `SARAH-2 `_ satellite-based historic weather data. + +.. seealso:: + For details see :mod:`build_cutout` and read the `atlite documentation `_. + + +Rule ``retrieve_natura_raster`` +================================ + +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.4706686.svg + :target: https://doi.org/10.5281/zenodo.4706686 + +This rule, as a substitute for :mod:`build_natura_raster`, downloads an already rasterized version (`natura.tiff `_) of `Natura 2000 `_ natural protection areas to reduce computation times. The file is placed into the ``resources`` sub-directory. + +**Relevant Settings** + +.. code:: yaml + + enable: + build_natura_raster: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf` + +**Outputs** + +- ``resources/natura.tiff``: Rasterized version of `Natura 2000 `_ natural protection areas to reduce computation times. + +.. seealso:: + For details see :mod:`build_natura_raster`. + + +Rule ``retrieve_load_data`` +================================ + +This rule downloads hourly electric load data for each country from the `OPSD platform `_. + +**Relevant Settings** + +None. + +**Outputs** + +- ``data/load_raw.csv`` + + +Rule ``retrieve_cost_data`` +================================ + +This rule downloads techno-economic assumptions from the `technology-data repository `_. + +**Relevant Settings** + +.. code:: yaml + + enable: + retrieve_cost_data: + + costs: + year: + version: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`costs_cf` + +**Outputs** + +- ``resources/costs.csv`` + +Rule ``retrieve_ship_raster`` +================================ + +This rule downloads data on global shipping traffic density from the `World Bank Data Catalogue `_. + +**Relevant Settings** + +None. + +**Outputs** + +- ``data/shipdensity_global.zip`` + + +Rule ``retrieve_sector_databundle`` +==================================== + +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.5546516.svg + :target: https://doi.org/10.5281/zenodo.5546516 + +In addition to the databundle required for electricity-only studies, +another databundle is required for modelling sector-coupled systems. +The size of this data bundle is around 640 MB. diff --git a/doc/sector.rst b/doc/sector.rst new file mode 100644 index 00000000..303e7ed2 --- /dev/null +++ b/doc/sector.rst @@ -0,0 +1,166 @@ +.. + SPDX-FileCopyrightText: 2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Building Sector-Coupled Networks +########################################## + +.. warning:: + This part of the documentation is under development. + +Rule ``add_brownfield`` +============================================================================== + +.. automodule:: add_brownfield + +Rule ``add_existing_baseyear`` +============================================================================== + +.. automodule:: add_existing_baseyear + +Rule ``build_ammonia_production`` +============================================================================== + +.. automodule:: build_ammonia_production + +Rule ``build_biomass_potentials`` +============================================================================== + +.. automodule:: build_biomass_potentials + +Rule ``build_biomass_transport_costs`` +============================================================================== + +.. automodule:: build_biomass_transport_costs + +Rule ``build_clustered_population_layouts`` +============================================================================== + +.. automodule:: build_clustered_population_layouts + +Rule ``build_cop_profiles`` +============================================================================== + +.. automodule:: build_cop_profiles + +Rule ``build_energy_totals`` +============================================================================== + +.. automodule:: build_energy_totals + +Rule ``build_gas_input_locations`` +============================================================================== + +.. automodule:: build_gas_input_locations + +Rule ``build_gas_network`` +============================================================================== + +.. automodule:: build_gas_network + +Rule ``build_heat_demand`` +============================================================================== + +.. automodule:: build_heat_demand + +Rule ``build_industrial_distribution_key`` +============================================================================== + +.. automodule:: build_industrial_distribution_key + +Rule ``build_industrial_energy_demand_per_country_today`` +============================================================================== + +.. automodule:: build_industrial_energy_demand_per_country_today + +Rule ``build_industrial_energy_demand_per_node_today`` +============================================================================== + +.. automodule:: build_industrial_energy_demand_per_node_today + +Rule ``build_industrial_energy_demand_per_node`` +============================================================================== + +.. automodule:: build_industrial_energy_demand_per_node + +Rule ``build_industrial_production_per_country_tomorrow`` +============================================================================== + +.. automodule:: build_industrial_production_per_country_tomorrow + +Rule ``build_industrial_production_per_country`` +============================================================================== + +.. automodule:: build_industrial_production_per_country + +Rule ``build_industrial_production_per_node`` +============================================================================== + +.. automodule:: build_industrial_production_per_node + +Rule ``build_industry_sector_ratios`` +============================================================================== + +.. automodule:: build_industry_sector_ratios + +Rule ``build_population_layouts`` +============================================================================== + +.. automodule:: build_population_layouts + +Rule ``build_population_weighted_energy_totals`` +============================================================================== + +.. automodule:: build_population_weighted_energy_totals + +Rule ``build_retro_cost`` +============================================================================== + +.. automodule:: build_retro_cost + +Rule ``build_salt_cavern_potentials`` +============================================================================== + +.. automodule:: build_salt_cavern_potentials + +Rule ``build_sequestration_potentials`` +============================================================================== + +.. automodule:: build_sequestration_potentials + +Rule ``build_shipping_demand`` +============================================================================== + +.. automodule:: build_shipping_demand + +Rule ``build_solar_thermal_profiles`` +============================================================================== + +.. automodule:: build_solar_thermal_profiles + +Rule ``build_temperature_profiles`` +============================================================================== + +.. automodule:: build_temperature_profiles + +Rule ``build_transport_demand`` +============================================================================== + +.. automodule:: build_transport_demand + +Rule ``cluster_gas_network`` +============================================================================== + +.. automodule:: cluster_gas_network + +Rule ``copy_config`` +============================================================================== + +.. automodule:: copy_config + +Rule ``prepare_sector_network`` +============================================================================== + +.. automodule:: prepare_sector_network diff --git a/doc/simplification.rst b/doc/simplification.rst new file mode 100644 index 00000000..21f61de7 --- /dev/null +++ b/doc/simplification.rst @@ -0,0 +1,50 @@ + + +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Simplifying Electricity Networks +########################################## + +The simplification ``snakemake`` rules prepare **approximations** of the full model, for which it is computationally viable to co-optimize generation, storage and transmission capacities. + +- :mod:`simplify_network` transforms the transmission grid to a 380 kV only equivalent network, while +- :mod:`cluster_network` uses a `k-means `_ based clustering technique to partition the network into a given number of zones and then reduce the network to a representation with one bus per zone. + +The simplification and clustering steps are described in detail in the paper + +- Jonas Hörsch and Tom Brown. `The role of spatial scale in joint optimisations of generation and transmission for European highly renewable scenarios `_), *14th International Conference on the European Energy Market*, 2017. `arXiv:1705.07617 `_, `doi:10.1109/EEM.2017.7982024 `_. + +After simplification and clustering of the network, additional components may be appended in the rule :mod:`add_extra_components` and the network is prepared for solving in :mod:`prepare_network`. + +.. _simplify: + +Rule ``simplify_network`` +============================ + +.. automodule:: simplify_network + +.. _cluster: + +Rule ``cluster_network`` +=========================== + +.. automodule:: cluster_network + +.. _extra_components: + +Rule ``add_extra_components`` +============================= + +.. automodule:: add_extra_components + + +.. _prepare: + +Rule ``prepare_network`` +=========================== + +.. automodule:: prepare_network diff --git a/doc/solving.rst b/doc/solving.rst new file mode 100644 index 00000000..21cc5c25 --- /dev/null +++ b/doc/solving.rst @@ -0,0 +1,33 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +########################################## +Solving Networks +########################################## + +After generating and simplifying the networks they can be solved through the +rule :mod:`solve_network` by using the collection rules ``solve_elec_networks`` +or ``solve_sector_networks``. Moreover, networks can be solved for dispatch-only +analyses on an already solved network with :mod:`solve_operations_network`. + +.. _solve: + +Rule ``solve_network`` +========================= + +.. automodule:: solve_network + +.. _solve_operations: + +Rule ``solve_operations_network`` +==================================== + +.. automodule:: solve_operations_network + +Rule ``solve_sector_network`` +============================= + +.. warning:: + More comprehensive documentation for this rule will be released soon. diff --git a/doc/spatial_resolution.rst b/doc/spatial_resolution.rst index 6b29b928..bbe5da05 100644 --- a/doc/spatial_resolution.rst +++ b/doc/spatial_resolution.rst @@ -1,3 +1,8 @@ +.. + SPDX-FileCopyrightText: 2021-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + .. _spatial_resolution: ########################################## diff --git a/doc/supply_demand.rst b/doc/supply_demand.rst index 7bec6bf3..ed35bc38 100644 --- a/doc/supply_demand.rst +++ b/doc/supply_demand.rst @@ -1,3 +1,7 @@ +.. + SPDX-FileCopyrightText: 2021-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 ########################################## Supply and demand @@ -318,14 +322,16 @@ The model can only use biogas by first upgrading it to natural gas quality [see Oil-based products demand -======================== +========================= + Naphtha is used as a feedstock in the chemicals industry (see :ref:`Chemicals Industry`). Furthermore, kerosene is used as transport fuel in the aviation sector (see :ref:`Aviation`). Non-electrified agriculture machinery also consumes gasoline. Land transport [(see :ref:`Land transport`) that is not electrified or converted into using :math:`H_2`-fuel cells also consumes oil-based products. While there is regional distribution of demand, the carrier is copperplated in the model, which means that transport costs and constraints are neglected. .. _Oil-based products supply: Oil-based products supply -======================== +========================= + Oil-based products can be either of fossil origin or synthetically produced by combining :math:`H_2` (see :ref:`Hydrogen supply`) and captured :math:`CO_2` (see :ref:`Carbon dioxide capture, usage and sequestration (CCU/S)`) in Fischer-Tropsch plants .. math:: diff --git a/doc/technology_assumptions.rst b/doc/technology_assumptions.rst deleted file mode 100644 index 82edf3c3..00000000 --- a/doc/technology_assumptions.rst +++ /dev/null @@ -1,9 +0,0 @@ -.. _technology_assumptions: - -########################################## -Technology and cost assumptions -########################################## - -*Techno-Economic Assumptions* - -For the technological assumptions (cost, efficiency, lifetime, etc.), we take estimates for the investment year specified in the `config `_. Many of those come from a database published by the Danish Energy Agency (`DEA `_). Assumptions are maintained at the `technology data repository `_. diff --git a/doc/tutorial.rst b/doc/tutorial.rst new file mode 100644 index 00000000..b6f5311b --- /dev/null +++ b/doc/tutorial.rst @@ -0,0 +1,323 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _tutorial: + +############################### +Tutorial: Electricity-Only +############################### + +.. raw:: html + + + +.. note:: + If you have not done it yet, follow the :ref:`installation` steps first. + +In this tutorial, we will build a heavily simplified power system model for +Belgium. But before getting started with **PyPSA-Eur** it makes sense to be familiar +with its general modelling framework `PyPSA `__. + +Running the tutorial requires limited computational resources compared to the +full model, which allows the user to explore most of its functionalities on a +local machine. The tutorial will cover examples on how to configure and +customise the PyPSA-Eur model and run the ``snakemake`` workflow step by step +from network creation to the solved network. The configuration for the tutorial +is located at ``test/config.electricity.yaml``. It includes parts deviating from +the default config file ``config.default.yaml``. To run the tutorial with this +configuration, execute + +.. code:: bash + :class: full-width + + snakemake -call results/test-elec/networks/elec_s_6_ec_lcopt_Co2L-24H.nc --configfile test/config.electricity.yaml + +This configuration is set to download a reduced data set via the rules :mod:`retrieve_databundle`, +:mod:`retrieve_natura_raster`, :mod:`retrieve_cutout`. +For more information on the data dependencies of PyPSA-Eur, continue reading :ref:`data`. + +How to configure runs? +=========================== + +The model can be adapted to only include selected countries (e.g. Belgium) instead of all European countries to limit the spatial scope. + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: countries: + :end-before: snapshots: + +Likewise, the example's temporal scope can be restricted (e.g. to a single week). + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: snapshots: + :end-before: electricity: + +It is also possible to allow less or more carbon-dioxide emissions. Here, we limit the emissions of Belgium to 100 Mt per year. + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: electricity: + :end-before: extendable_carriers: + +PyPSA-Eur also includes a database of existing conventional powerplants. +We can select which types of existing powerplants we like to be extendable: + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: extendable_carriers: + :end-before: renewable_carriers: + +To accurately model the temporal and spatial availability of renewables such as +wind and solar energy, we rely on historical weather data. It is advisable to +adapt the required range of coordinates to the selection of countries. + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: atlite: + :end-before: renewable: + +We can also decide which weather data source should be used to calculate +potentials and capacity factor time-series for each carrier. For example, we may +want to use the ERA-5 dataset for solar and not the default SARAH-2 dataset. + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: solar: + :end-at: cutout: + +Finally, it is possible to pick a solver. For instance, this tutorial uses the +open-source solver GLPK. + +.. literalinclude:: ../test/config.electricity.yaml + :language: yaml + :start-at: solver: + :end-before: plotting: + +Note, that ``test/config.electricity.yaml`` only includes changes relative to +the default configuration. There are many more configuration options, which are +documented at :ref:`config`. + + +How to use ``snakemake`` rules? +=================================== + +Open a terminal, go into the PyPSA-Eur directory, and activate the ``pypsa-eur`` environment with + +.. code:: bash + + mamba activate pypsa-eur + +Let's say based on the modifications above we would like to solve a very simplified model +clustered down to 6 buses and every 24 hours aggregated to one snapshot. The command + +.. code:: bash + + snakemake -call results/test-elec/networks/elec_s_6_ec_lcopt_Co2L-24H.nc --configfile test/config.electricity.yaml + +orders ``snakemake`` to run the rule :mod:`solve_network` that produces the solved network and stores it in ``results/networks`` with the name ``elec_s_6_ec_lcopt_Co2L-24H.nc``: + +.. literalinclude:: ../rules/solve_electricity.smk + :start-at: rule solve_network: + :end-before: rule solve_operations_network: + +This triggers a workflow of multiple preceding jobs that depend on each rule's inputs and outputs: + +.. graphviz:: + :class: full-width + :align: center + + digraph snakemake_dag { + graph[bgcolor=white, margin=0]; + node[shape=box, style=rounded, fontname=sans, fontsize=10, penwidth=2]; + edge[penwidth=2, color=grey]; + 0[label = "solve_network", color = "0.21 0.6 0.85", style="rounded"]; + 1[label = "prepare_network\nll: copt\nopts: Co2L-24H", color = "0.02 0.6 0.85", style="rounded"]; + 2[label = "add_extra_components", color = "0.37 0.6 0.85", style="rounded"]; + 3[label = "cluster_network\nclusters: 6", color = "0.39 0.6 0.85", style="rounded"]; + 4[label = "simplify_network\nsimpl: ", color = "0.11 0.6 0.85", style="rounded"]; + 5[label = "add_electricity", color = "0.23 0.6 0.85", style="rounded"]; + 6[label = "build_renewable_profiles\ntechnology: onwind", color = "0.57 0.6 0.85", style="rounded"]; + 7[label = "base_network", color = "0.09 0.6 0.85", style="rounded"]; + 8[label = "build_shapes", color = "0.41 0.6 0.85", style="rounded"]; + 9[label = "retrieve_databundle", color = "0.28 0.6 0.85", style="rounded"]; + 10[label = "retrieve_natura_raster", color = "0.62 0.6 0.85", style="rounded"]; + 11[label = "build_bus_regions", color = "0.53 0.6 0.85", style="rounded"]; + 12[label = "retrieve_cutout\ncutout: europe-2013-era5", color = "0.05 0.6 0.85", style="rounded,dashed"]; + 13[label = "build_renewable_profiles\ntechnology: offwind-ac", color = "0.57 0.6 0.85", style="rounded"]; + 14[label = "build_ship_raster", color = "0.64 0.6 0.85", style="rounded"]; + 15[label = "retrieve_ship_raster", color = "0.07 0.6 0.85", style="rounded,dashed"]; + 16[label = "retrieve_cutout\ncutout: europe-2013-sarah", color = "0.05 0.6 0.85", style="rounded,dashed"]; + 17[label = "build_renewable_profiles\ntechnology: offwind-dc", color = "0.57 0.6 0.85", style="rounded"]; + 18[label = "build_renewable_profiles\ntechnology: solar", color = "0.57 0.6 0.85", style="rounded"]; + 19[label = "build_hydro_profile", color = "0.44 0.6 0.85", style="rounded"]; + 20[label = "retrieve_cost_data", color = "0.30 0.6 0.85", style="rounded"]; + 21[label = "build_powerplants", color = "0.16 0.6 0.85", style="rounded"]; + 22[label = "build_load_data", color = "0.00 0.6 0.85", style="rounded"]; + 23[label = "retrieve_load_data", color = "0.34 0.6 0.85", style="rounded,dashed"]; + 1 -> 0 + 2 -> 1 + 20 -> 1 + 3 -> 2 + 20 -> 2 + 4 -> 3 + 20 -> 3 + 5 -> 4 + 20 -> 4 + 11 -> 4 + 6 -> 5 + 13 -> 5 + 17 -> 5 + 18 -> 5 + 19 -> 5 + 7 -> 5 + 20 -> 5 + 11 -> 5 + 21 -> 5 + 9 -> 5 + 22 -> 5 + 8 -> 5 + 7 -> 6 + 9 -> 6 + 10 -> 6 + 8 -> 6 + 11 -> 6 + 12 -> 6 + 8 -> 7 + 9 -> 8 + 8 -> 11 + 7 -> 11 + 7 -> 13 + 9 -> 13 + 10 -> 13 + 14 -> 13 + 8 -> 13 + 11 -> 13 + 12 -> 13 + 15 -> 14 + 12 -> 14 + 16 -> 14 + 7 -> 17 + 9 -> 17 + 10 -> 17 + 14 -> 17 + 8 -> 17 + 11 -> 17 + 12 -> 17 + 7 -> 18 + 9 -> 18 + 10 -> 18 + 8 -> 18 + 11 -> 18 + 16 -> 18 + 8 -> 19 + 12 -> 19 + 7 -> 21 + 23 -> 22 + } + +| + +In the terminal, this will show up as a list of jobs to be run: + +.. code:: bash + + Building DAG of jobs... + job count min threads max threads + ------------------------ ------- ------------- ------------- + add_electricity 1 1 1 + add_extra_components 1 1 1 + base_network 1 1 1 + build_bus_regions 1 1 1 + build_hydro_profile 1 1 1 + build_load_data 1 1 1 + build_powerplants 1 1 1 + build_renewable_profiles 4 1 1 + build_shapes 1 1 1 + build_ship_raster 1 1 1 + cluster_network 1 1 1 + prepare_network 1 1 1 + retrieve_cost_data 1 1 1 + retrieve_databundle 1 1 1 + retrieve_natura_raster 1 1 1 + simplify_network 1 1 1 + solve_network 1 1 1 + total 20 1 1 + + +``snakemake`` then runs these jobs in the correct order. + +A job (here ``simplify_network``) will display its attributes and normally some logs below this block: + +.. code:: bash + + [Mon Jan 1 00:00:00 2023] + rule simplify_network: + input: networks/elec.nc, resources/costs.csv, resources/regions_onshore.geojson, resources/regions_offshore.geojson + output: networks/elec_s.nc, resources/regions_onshore_elec_s.geojson, resources/regions_offshore_elec_s.geojson, resources/busmap_elec_s.csv, resources/connection_costs_s.csv + log: logs/simplify_network/elec_s.log + jobid: 4 + benchmark: benchmarks/simplify_network/elec_s + reason: Missing output files: resources/busmap_elec_s.csv, resources/regions_onshore_elec_s.geojson, networks/elec_s.nc, resources/regions_offshore_elec_s.geojson; Input files updated by another job: resources/regions_offshore.geojson, resources/regions_onshore.geojson, resources/costs.csv, networks/elec.nc + wildcards: simpl= + resources: tmpdir=/tmp, mem_mb=4000, mem_mib=3815 + +Once the whole worktree is finished, it should state so in the terminal. + +You will notice that many intermediate stages are saved, namely the outputs of each individual ``snakemake`` rule. + +You can produce any output file occurring in the ``Snakefile`` by running + +.. code:: bash + + snakemake -call + +For example, you can explore the evolution of the PyPSA networks by running + +#. ``snakemake resources/networks/base.nc -call --configfile test/config.electricity.yaml`` +#. ``snakemake resources/networks/elec.nc -call --configfile test/config.electricity.yaml`` +#. ``snakemake resources/networks/elec_s.nc -call --configfile test/config.electricity.yaml`` +#. ``snakemake resources/networks/elec_s_6.nc -call --configfile test/config.electricity.yaml`` +#. ``snakemake resources/networks/elec_s_6_ec_lcopt_Co2L-24H.nc -call --configfile test/config.electricity.yaml`` + +To run all combinations of wildcard values provided in the ``config.yaml`` under ``scenario:``, +you can use the collection rule ``solve_elec_networks``. + +.. code:: bash + + snakemake -call solve_elec_networks --configfile test/config.electricity.yaml + +If you now feel confident and want to tackle runs with larger temporal and +spatial scope, clean-up the repository and after modifying the ``config.yaml`` file +target the collection rule ``solve_elec_networks`` again without providing the test +configuration file. + +.. code:: bash + + snakemake -call purge + snakemake -call solve_elec_networks + +.. note:: + + It is good practice to perform a dry-run using the option `-n`, before you + commit to a run: + + .. code:: bash + + snakemake -call solve_elec_networks -n + +How to analyse results? +=============================== + +The solved networks can be analysed just like any other PyPSA network (e.g. in +Jupyter Notebooks). + +.. code:: python + + import pypsa + + n = pypsa.Network("results/networks/elec_s_6_ec_lcopt_Co2L-24H.nc") + +For inspiration, read the `examples section in the PyPSA documentation `_. diff --git a/doc/tutorial_sector.rst b/doc/tutorial_sector.rst new file mode 100644 index 00000000..1d8e8ba5 --- /dev/null +++ b/doc/tutorial_sector.rst @@ -0,0 +1,532 @@ +.. + SPDX-FileCopyrightText: 2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _tutorial_sector: + +############################### +Tutorial: Sector-Coupled +############################### + +.. note:: + If you have not done it yet, follow the :ref:`installation` steps first. + + Also, checkout the tutorial for electricity-only systems first at :ref:`tutorial`. + +In this tutorial, we will add further sectors to the electricity-only model from +:ref:`tutorial`, namely industry, transport, and buildings. This +requires processing of a few more raw data sources. + +The sector-coupling code can be run as an overnight / greenfield scenario or +with multi-horizon investment with myopic foresight. Pathway analysis with +perfect foresight is under development. See also the documentation on +:ref:`foresight`. + +Overnight Scenarios +=========================== + +Configuration +------------- + +The default configuration file (``config.default.yaml``) is set up for running +overnight scenarios. Running a sector-coupled model unlocks many further +configuration options. In the example below, we say that the gas network should +be added and spatially resolved. We also say that the existing gas network may +be retrofitted to transport hydrogen instead. + +.. literalinclude:: ../test/config.overnight.yaml + :language: yaml + :start-at: sector: + :end-before: solving: + +Documentation for all options will be added successively to :ref:`config`. + +Scenarios can be defined like for electricity-only studies, but with additional +wildcard options. + +.. literalinclude:: ../test/config.overnight.yaml + :language: yaml + :start-at: scenario: + :end-before: countries: + +For allowed wildcard values, refer to :ref:`wildcards`. + +Execution +--------- + +To run an overnight / greenfiled scenario with the specifications above, run + +.. code:: bash + + snakemake -call --configfile test/config.overnight.yaml all + +which will result in the following *additional* jobs ``snakemake`` wants to run +on top of those already included in the electricity-only tutorial: + +.. code:: bash + + job count min threads max threads + ------------------------------------------------ ------- ------------- ------------- + all 1 1 1 + build_ammonia_production 1 1 1 + build_biomass_potentials 1 1 1 + build_clustered_population_layouts 1 1 1 + build_cop_profiles 1 1 1 + build_gas_input_locations 1 1 1 + build_gas_network 1 1 1 + build_heat_demands 3 1 1 + build_industrial_distribution_key 1 1 1 + build_industrial_energy_demand_per_country_today 1 1 1 + build_industrial_energy_demand_per_node 1 1 1 + build_industrial_energy_demand_per_node_today 1 1 1 + build_industrial_production_per_country 1 1 1 + build_industrial_production_per_country_tomorrow 1 1 1 + build_industrial_production_per_node 1 1 1 + build_industry_sector_ratios 1 1 1 + build_population_weighted_energy_totals 1 1 1 + build_salt_cavern_potentials 1 1 1 + build_shipping_demand 1 1 1 + build_simplified_population_layouts 1 1 1 + build_solar_thermal_profiles 3 1 1 + build_temperature_profiles 3 1 1 + build_transport_demand 1 1 1 + cluster_gas_network 1 1 1 + cluster_network 1 1 1 + copy_config 1 1 1 + make_summary 1 1 1 + plot_network 1 1 1 + plot_summary 1 1 1 + prepare_sector_network 1 1 1 + retrieve_gas_infrastructure_data 1 1 1 + retrieve_sector_databundle 1 1 1 + solve_sector_network 1 1 1 + +This covers the retrieval of additional raw data from online resources and +preprocessing data about the transport, industry, and heating sectors as well as +additional rules about geological storage and sequestration potentials, gas +infrastructure, and biomass potentials. The collection rule ``all`` will also +generate summary CSV files and plots after the network has been solved +successfully. + + + +.. graphviz:: + :class: full-width + :align: center + + digraph snakemake_dag { + graph[bgcolor=white, margin=0]; + node[shape=box, style=rounded, fontname=sans, fontsize=10, penwidth=2]; + edge[penwidth=2, color=grey]; + 0[label = "all", color = "0.51 0.6 0.85", style="rounded"]; + 1[label = "plot_summary", color = "0.54 0.6 0.85", style="rounded"]; + 2[label = "make_summary", color = "0.44 0.6 0.85", style="rounded"]; + 3[label = "solve_sector_network", color = "0.46 0.6 0.85", style="rounded"]; + 4[label = "prepare_sector_network", color = "0.09 0.6 0.85", style="rounded"]; + 5[label = "cluster_gas_network", color = "0.38 0.6 0.85", style="rounded"]; + 6[label = "build_gas_network", color = "0.00 0.6 0.85", style="rounded"]; + 7[label = "retrieve_gas_infrastructure_data", color = "0.33 0.6 0.85", style="rounded"]; + 8[label = "cluster_network", color = "0.26 0.6 0.85", style="rounded"]; + 9[label = "simplify_network", color = "0.03 0.6 0.85", style="rounded"]; + 10[label = "add_electricity", color = "0.25 0.6 0.85", style="rounded"]; + 11[label = "build_renewable_profiles", color = "0.07 0.6 0.85", style="rounded"]; + 12[label = "base_network", color = "0.16 0.6 0.85", style="rounded"]; + 13[label = "build_shapes", color = "0.65 0.6 0.85", style="rounded"]; + 14[label = "retrieve_databundle", color = "0.20 0.6 0.85", style="rounded"]; + 15[label = "retrieve_natura_raster", color = "0.10 0.6 0.85", style="rounded"]; + 16[label = "build_bus_regions", color = "0.11 0.6 0.85", style="rounded"]; + 17[label = "build_ship_raster", color = "0.56 0.6 0.85", style="rounded"]; + 18[label = "retrieve_ship_raster", color = "0.15 0.6 0.85", style="rounded"]; + 19[label = "retrieve_cost_data", color = "0.50 0.6 0.85", style="rounded"]; + 20[label = "build_powerplants", color = "0.49 0.6 0.85", style="rounded"]; + 21[label = "build_load_data", color = "0.39 0.6 0.85", style="rounded"]; + 22[label = "retrieve_load_data", color = "0.05 0.6 0.85", style="rounded"]; + 23[label = "build_gas_input_locations", color = "0.45 0.6 0.85", style="rounded"]; + 24[label = "prepare_network", color = "0.31 0.6 0.85", style="rounded"]; + 25[label = "add_extra_components", color = "0.23 0.6 0.85", style="rounded"]; + 26[label = "build_energy_totals", color = "0.19 0.6 0.85", style="rounded"]; + 27[label = "build_population_weighted_energy_totals", color = "0.27 0.6 0.85", style="rounded"]; + 28[label = "build_clustered_population_layouts", color = "0.64 0.6 0.85", style="rounded"]; + 29[label = "build_population_layouts", color = "0.43 0.6 0.85", style="rounded"]; + 30[label = "build_shipping_demand", color = "0.57 0.6 0.85", style="rounded"]; + 31[label = "build_transport_demand", color = "0.53 0.6 0.85", style="rounded"]; + 32[label = "build_temperature_profiles", color = "0.58 0.6 0.85", style="rounded"]; + 33[label = "build_biomass_potentials", color = "0.30 0.6 0.85", style="rounded"]; + 34[label = "build_salt_cavern_potentials", color = "0.47 0.6 0.85", style="rounded"]; + 35[label = "build_simplified_population_layouts", color = "0.32 0.6 0.85", style="rounded"]; + 36[label = "build_industrial_energy_demand_per_node", color = "0.14 0.6 0.85", style="rounded"]; + 37[label = "build_industry_sector_ratios", color = "0.18 0.6 0.85", style="rounded"]; + 38[label = "build_ammonia_production", color = "0.48 0.6 0.85", style="rounded"]; + 39[label = "build_industrial_production_per_node", color = "0.12 0.6 0.85", style="rounded"]; + 40[label = "build_industrial_distribution_key", color = "0.61 0.6 0.85", style="rounded"]; + 41[label = "build_industrial_production_per_country_tomorrow", color = "0.22 0.6 0.85", style="rounded"]; + 42[label = "build_industrial_production_per_country", color = "0.59 0.6 0.85", style="rounded"]; + 43[label = "build_industrial_energy_demand_per_node_today", color = "0.62 0.6 0.85", style="rounded"]; + 44[label = "build_industrial_energy_demand_per_country_today", color = "0.41 0.6 0.85", style="rounded"]; + 45[label = "build_heat_demands", color = "0.08 0.6 0.85", style="rounded"]; + 46[label = "build_cop_profiles", color = "0.52 0.6 0.85", style="rounded"]; + 47[label = "build_solar_thermal_profiles", color = "0.17 0.6 0.85", style="rounded"]; + 48[label = "copy_config", color = "0.40 0.6 0.85", style="rounded"]; + 49[label = "plot_network", color = "0.60 0.6 0.85", style="rounded"]; + 1 -> 0 + 2 -> 1 + 49 -> 2 + 19 -> 2 + 3 -> 2 + 48 -> 3 + 4 -> 3 + 19 -> 3 + 9 -> 4 + 11 -> 4 + 45 -> 4 + 36 -> 4 + 47 -> 4 + 26 -> 4 + 27 -> 4 + 8 -> 4 + 33 -> 4 + 24 -> 4 + 35 -> 4 + 5 -> 4 + 23 -> 4 + 34 -> 4 + 19 -> 4 + 31 -> 4 + 46 -> 4 + 30 -> 4 + 32 -> 4 + 28 -> 4 + 6 -> 5 + 8 -> 5 + 7 -> 6 + 19 -> 8 + 9 -> 8 + 19 -> 9 + 10 -> 9 + 16 -> 9 + 14 -> 10 + 21 -> 10 + 20 -> 10 + 19 -> 10 + 11 -> 10 + 16 -> 10 + 13 -> 10 + 12 -> 10 + 14 -> 11 + 17 -> 11 + 15 -> 11 + 16 -> 11 + 12 -> 11 + 13 -> 11 + 13 -> 12 + 14 -> 13 + 12 -> 16 + 13 -> 16 + 18 -> 17 + 12 -> 20 + 22 -> 21 + 8 -> 23 + 7 -> 23 + 25 -> 24 + 19 -> 24 + 19 -> 25 + 8 -> 25 + 13 -> 26 + 28 -> 27 + 26 -> 27 + 8 -> 28 + 29 -> 28 + 13 -> 29 + 13 -> 30 + 8 -> 30 + 26 -> 30 + 32 -> 31 + 28 -> 31 + 27 -> 31 + 26 -> 31 + 8 -> 32 + 29 -> 32 + 13 -> 33 + 14 -> 33 + 8 -> 33 + 8 -> 34 + 9 -> 35 + 29 -> 35 + 37 -> 36 + 39 -> 36 + 43 -> 36 + 38 -> 37 + 41 -> 39 + 40 -> 39 + 28 -> 40 + 8 -> 40 + 42 -> 41 + 38 -> 42 + 44 -> 43 + 40 -> 43 + 38 -> 44 + 42 -> 44 + 8 -> 45 + 29 -> 45 + 32 -> 46 + 8 -> 47 + 29 -> 47 + 8 -> 49 + 3 -> 49 + } + +| + +Myopic Foresight Scenarios +=================================== + +Configuration +------------- + +To activate the myopic foresight mode, set + +.. code:: yaml + + foresight: myopic + +Scenarios can be defined like for electricity-only studies, but with additional +wildcard options. For the myopic foresight mode, the ``{planning_horizons}`` wildcard +defines the sequence of investment horizons. + +.. literalinclude:: ../test/config.myopic.yaml + :language: yaml + :start-at: scenario: + :end-before: countries: + +For allowed wildcard values, refer to :ref:`wildcards`. + +In the myopic foresight mode, you can tweak for instance exogenously given transition paths, like the one for +the share of primary steel production we change below: + +.. literalinclude:: ../test/config.myopic.yaml + :language: yaml + :start-at: industry: + :end-before: solving: + +Documentation for all options will be added successively to :ref:`config`. + +Execution +--------- + +To run a myopic foresight scenario with the specifications above, run + +.. code:: bash + + snakemake -call --configfile test/config.myopic.yaml all + +which will result in the following *additional* jobs ``snakemake`` wants to run: + +.. code:: bash + + job count min threads max threads + ------------------------------------------------ ------- ------------- ------------- + all 1 1 1 + add_brownfield 2 1 1 + add_existing_baseyear 1 1 1 + plot_network 3 1 1 + plot_summary 1 1 1 + prepare_sector_network 3 1 1 + solve_sector_network_myopic 3 1 1 + +which translates to the following workflow diagram which nicely outlines +how the sequential pathway optimisation with myopic foresight is +implemented in the workflow: + +.. graphviz:: + :class: full-width + :align: center + + digraph snakemake_dag { + graph[bgcolor=white, margin=0]; + node[shape=box, style=rounded, fontname=sans, fontsize=10, penwidth=2]; + edge[penwidth=2, color=grey]; + 0[label = "all", color = "0.38 0.6 0.85", style="rounded"]; + 1[label = "plot_summary", color = "0.61 0.6 0.85", style="rounded"]; + 2[label = "make_summary", color = "0.51 0.6 0.85", style="rounded"]; + 3[label = "solve_sector_network_myopic", color = "0.32 0.6 0.85", style="rounded"]; + 4[label = "add_existing_baseyear", color = "0.20 0.6 0.85", style="rounded"]; + 5[label = "prepare_sector_network", color = "0.14 0.6 0.85", style="rounded"]; + 6[label = "prepare_network", color = "0.06 0.6 0.85", style="rounded"]; + 7[label = "add_extra_components", color = "0.00 0.6 0.85", style="rounded"]; + 8[label = "cluster_network", color = "0.18 0.6 0.85", style="rounded"]; + 9[label = "simplify_network", color = "0.30 0.6 0.85", style="rounded"]; + 10[label = "add_electricity", color = "0.24 0.6 0.85", style="rounded"]; + 11[label = "build_renewable_profiles", color = "0.40 0.6 0.85", style="rounded"]; + 12[label = "base_network", color = "0.11 0.6 0.85", style="rounded"]; + 13[label = "build_shapes", color = "0.29 0.6 0.85", style="rounded"]; + 14[label = "retrieve_databundle", color = "0.58 0.6 0.85", style="rounded"]; + 15[label = "retrieve_natura_raster", color = "0.39 0.6 0.85", style="rounded"]; + 16[label = "build_bus_regions", color = "0.60 0.6 0.85", style="rounded"]; + 17[label = "build_ship_raster", color = "0.65 0.6 0.85", style="rounded"]; + 18[label = "retrieve_ship_raster", color = "0.09 0.6 0.85", style="rounded"]; + 19[label = "retrieve_cost_data", color = "0.04 0.6 0.85", style="rounded"]; + 20[label = "build_powerplants", color = "0.28 0.6 0.85", style="rounded"]; + 21[label = "build_load_data", color = "0.46 0.6 0.85", style="rounded"]; + 22[label = "retrieve_load_data", color = "0.44 0.6 0.85", style="rounded"]; + 23[label = "build_energy_totals", color = "0.53 0.6 0.85", style="rounded"]; + 24[label = "build_population_weighted_energy_totals", color = "0.03 0.6 0.85", style="rounded"]; + 25[label = "build_clustered_population_layouts", color = "0.34 0.6 0.85", style="rounded"]; + 26[label = "build_population_layouts", color = "0.63 0.6 0.85", style="rounded"]; + 27[label = "build_shipping_demand", color = "0.05 0.6 0.85", style="rounded"]; + 28[label = "build_transport_demand", color = "0.52 0.6 0.85", style="rounded"]; + 29[label = "build_temperature_profiles", color = "0.16 0.6 0.85", style="rounded"]; + 30[label = "build_biomass_potentials", color = "0.47 0.6 0.85", style="rounded"]; + 31[label = "build_salt_cavern_potentials", color = "0.48 0.6 0.85", style="rounded"]; + 32[label = "build_simplified_population_layouts", color = "0.08 0.6 0.85", style="rounded"]; + 33[label = "build_industrial_energy_demand_per_node", color = "0.22 0.6 0.85", style="rounded"]; + 34[label = "build_industry_sector_ratios", color = "0.56 0.6 0.85", style="rounded"]; + 35[label = "build_ammonia_production", color = "0.57 0.6 0.85", style="rounded"]; + 36[label = "build_industrial_production_per_node", color = "0.66 0.6 0.85", style="rounded"]; + 37[label = "build_industrial_distribution_key", color = "0.41 0.6 0.85", style="rounded"]; + 38[label = "build_industrial_production_per_country_tomorrow", color = "0.54 0.6 0.85", style="rounded"]; + 39[label = "build_industrial_production_per_country", color = "0.10 0.6 0.85", style="rounded"]; + 40[label = "build_industrial_energy_demand_per_node_today", color = "0.55 0.6 0.85", style="rounded"]; + 41[label = "build_industrial_energy_demand_per_country_today", color = "0.35 0.6 0.85", style="rounded"]; + 42[label = "build_heat_demands", color = "0.49 0.6 0.85", style="rounded"]; + 43[label = "build_cop_profiles", color = "0.01 0.6 0.85", style="rounded"]; + 44[label = "build_solar_thermal_profiles", color = "0.45 0.6 0.85", style="rounded"]; + 45[label = "copy_config", color = "0.33 0.6 0.85", style="rounded"]; + 46[label = "add_brownfield", color = "0.59 0.6 0.85", style="rounded"]; + 47[label = "plot_network", color = "0.15 0.6 0.85", style="rounded"]; + 1 -> 0 + 2 -> 1 + 3 -> 2 + 19 -> 2 + 47 -> 2 + 46 -> 3 + 19 -> 3 + 4 -> 3 + 45 -> 3 + 43 -> 4 + 19 -> 4 + 20 -> 4 + 9 -> 4 + 5 -> 4 + 25 -> 4 + 8 -> 4 + 28 -> 5 + 23 -> 5 + 11 -> 5 + 33 -> 5 + 24 -> 5 + 43 -> 5 + 19 -> 5 + 27 -> 5 + 6 -> 5 + 31 -> 5 + 32 -> 5 + 44 -> 5 + 9 -> 5 + 30 -> 5 + 25 -> 5 + 29 -> 5 + 42 -> 5 + 8 -> 5 + 7 -> 6 + 19 -> 6 + 19 -> 7 + 8 -> 7 + 9 -> 8 + 19 -> 8 + 10 -> 9 + 19 -> 9 + 16 -> 9 + 11 -> 10 + 19 -> 10 + 14 -> 10 + 20 -> 10 + 12 -> 10 + 21 -> 10 + 16 -> 10 + 13 -> 10 + 15 -> 11 + 14 -> 11 + 13 -> 11 + 12 -> 11 + 16 -> 11 + 17 -> 11 + 13 -> 12 + 14 -> 13 + 13 -> 16 + 12 -> 16 + 18 -> 17 + 12 -> 20 + 22 -> 21 + 13 -> 23 + 25 -> 24 + 23 -> 24 + 8 -> 25 + 26 -> 25 + 13 -> 26 + 13 -> 27 + 23 -> 27 + 8 -> 27 + 24 -> 28 + 25 -> 28 + 29 -> 28 + 23 -> 28 + 8 -> 29 + 26 -> 29 + 13 -> 30 + 14 -> 30 + 8 -> 30 + 8 -> 31 + 9 -> 32 + 26 -> 32 + 34 -> 33 + 36 -> 33 + 40 -> 33 + 35 -> 34 + 37 -> 36 + 38 -> 36 + 25 -> 37 + 8 -> 37 + 39 -> 38 + 35 -> 39 + 41 -> 40 + 37 -> 40 + 39 -> 41 + 35 -> 41 + 8 -> 42 + 26 -> 42 + 29 -> 43 + 8 -> 44 + 26 -> 44 + 3 -> 46 + 19 -> 46 + 5 -> 46 + 43 -> 46 + 3 -> 47 + 8 -> 47 + } + +| + + +Scaling-Up +========== + +If you now feel confident and want to tackle runs with larger temporal, technological and +spatial scope, clean-up the repository and after modifying the ``config.yaml`` file +target the collection rule ``all`` again without providing the test +configuration file. + +.. code:: bash + + snakemake -call purge + snakemake -call all + +.. note:: + + It is good practice to perform a dry-run using the option `-n`, before you + commit to a run: + + .. code:: bash + + snakemake -call all -n diff --git a/doc/wildcards.rst b/doc/wildcards.rst new file mode 100644 index 00000000..30c58929 --- /dev/null +++ b/doc/wildcards.rst @@ -0,0 +1,144 @@ +.. + SPDX-FileCopyrightText: 2019-2023 The PyPSA-Eur Authors + + SPDX-License-Identifier: CC-BY-4.0 + +.. _wildcards: + +######### +Wildcards +######### + +It is easy to run PyPSA-Eur for multiple scenarios using the wildcards feature of ``snakemake``. +Wildcards allow to generalise a rule to produce all files that follow a regular expression pattern +which e.g. defines one particular scenario. One can think of a wildcard as a parameter that shows +up in the input/output file names of the ``Snakefile`` and thereby determines which rules to run, +what data to retrieve and what files to produce. + +.. note:: + Detailed explanations of how wildcards work in ``snakemake`` can be found in the + `relevant section of the documentation `_. + +.. _cutout_wc: + +The ``{cutout}`` wildcard +========================= + +The ``{cutout}`` wildcard facilitates running the rule :mod:`build_cutout` +for all cutout configurations specified under ``atlite: cutouts:``. +These cutouts will be stored in a folder specified by ``{cutout}``. + +.. _technology: + +The ``{technology}`` wildcard +============================= + +The ``{technology}`` wildcard specifies for which renewable energy technology to produce availability time +series and potentials using the rule :mod:`build_renewable_profiles`. +It can take the values ``onwind``, ``offwind-ac``, ``offwind-dc``, and ``solar`` but **not** ``hydro`` +(since hydroelectric plant profiles are created by a different rule). + +.. _simpl: + +The ``{simpl}`` wildcard +======================== + +The ``{simpl}`` wildcard specifies number of buses a detailed +network model should be pre-clustered to in the rule +:mod:`simplify_network` (before :mod:`cluster_network`). + +.. _clusters: + +The ``{clusters}`` wildcard +=========================== + +The ``{clusters}`` wildcard specifies the number of buses a detailed +network model should be reduced to in the rule :mod:`cluster_network`. +The number of clusters must be lower than the total number of nodes +and higher than the number of countries. However, a country counts twice if +it has two asynchronous subnetworks (e.g. Denmark or Italy). + +If an `m` is placed behind the number of clusters (e.g. ``100m``), +generators are only moved to the clustered buses but not aggregated +by carrier; i.e. the clustered bus may have more than one e.g. wind generator. + +.. _ll: + +The ``{ll}`` wildcard +===================== + +The ``{ll}`` wildcard specifies what limits on +line expansion are set for the optimisation model. +It is handled in the rule :mod:`prepare_network`. + +The wildcard, in general, consists of two parts: + + 1. The first part can be + ``v`` (for setting a limit on line volume) or + ``c`` (for setting a limit on line cost) + + 2. The second part can be + ``opt`` or a float bigger than one (e.g. 1.25). + + (a) If ``opt`` is chosen line expansion is optimised + according to its capital cost + (where the choice ``v`` only considers overhead costs for HVDC transmission lines, while + ``c`` uses more accurate costs distinguishing between + overhead and underwater sections and including inverter pairs). + + (b) ``v1.25`` will limit the total volume of line expansion + to 25 % of currently installed capacities weighted by + individual line lengths; investment costs are neglected. + + (c) ``c1.25`` will allow to build a transmission network that + costs no more than 25 % more than the current system. + +.. _opts: + +The ``{opts}`` wildcard +======================= + +The ``{opts}`` wildcard is used for electricity-only studies. It triggers +optional constraints, which are activated in either :mod:`prepare_network` or +the :mod:`solve_network` step. It may hold multiple triggers separated by ``-``, +i.e. ``Co2L-3H`` contains the ``Co2L`` trigger and the ``3H`` switch. There are +currently: + + +.. csv-table:: + :header-rows: 1 + :widths: 10,20,10,10 + :file: configtables/opts.csv + +.. _sector_opts: + +The ``{sector_opts}`` wildcard +============================== + +.. warning:: + More comprehensive documentation for this wildcard will be added soon. + +The ``{sector_opts}`` wildcard is only used for sector-coupling studies. + +.. csv-table:: + :header-rows: 1 + :widths: 10,20,10,10 + :file: configtables/sector-opts.csv + +.. _scope: + +The ``{scope}`` wildcard +======================== + +Takes values ``residential``, ``urban``, ``total``. + +.. _planning_horizons: + +The ``{planning_horizons}`` wildcard +==================================== + +.. warning:: + More comprehensive documentation for this wildcard will be added soon. + +The ``{planning_horizons}`` wildcard is only used for sector-coupling studies. +It takes years as values, e.g. 2020, 2030, 2040, 2050. diff --git a/envs/environment.fixed.yaml b/envs/environment.fixed.yaml new file mode 100644 index 00000000..516e5ec5 --- /dev/null +++ b/envs/environment.fixed.yaml @@ -0,0 +1,378 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +name: pypsa-eur +channels: +- bioconda +- http://conda.anaconda.org/gurobi +- conda-forge +- defaults +dependencies: +- _libgcc_mutex=0.1 +- _openmp_mutex=4.5 +- affine=2.4.0 +- alsa-lib=1.2.8 +- ampl-mp=3.1.0 +- amply=0.1.5 +- appdirs=1.4.4 +- asttokens=2.2.1 +- atlite=0.2.10 +- attr=2.5.1 +- attrs=22.2.0 +- backcall=0.2.0 +- backports=1.0 +- backports.functools_lru_cache=1.6.4 +- beautifulsoup4=4.11.2 +- blosc=1.21.3 +- bokeh=2.4.3 +- boost-cpp=1.78.0 +- bottleneck=1.3.6 +- branca=0.6.0 +- brotli=1.0.9 +- brotli-bin=1.0.9 +- brotlipy=0.7.0 +- bzip2=1.0.8 +- c-ares=1.18.1 +- ca-certificates=2022.12.7 +- cairo=1.16.0 +- cartopy=0.21.1 +- cdsapi=0.5.1 +- certifi=2022.12.7 +- cffi=1.15.1 +- cfitsio=4.2.0 +- cftime=1.6.2 +- charset-normalizer=2.1.1 +- click=8.1.3 +- click-plugins=1.1.1 +- cligj=0.7.2 +- cloudpickle=2.2.1 +- coin-or-cbc=2.10.8 +- coin-or-cgl=0.60.6 +- coin-or-clp=1.17.7 +- coin-or-osi=0.108.7 +- coin-or-utils=2.11.6 +- coincbc=2.10.8 +- colorama=0.4.6 +- configargparse=1.5.3 +- connection_pool=0.0.3 +- country_converter=0.8.0 +- cryptography=39.0.1 +- curl=7.88.0 +- cycler=0.11.0 +- cytoolz=0.12.0 +- dask=2023.2.0 +- dask-core=2023.2.0 +- datrie=0.8.2 +- dbus=1.13.6 +- decorator=5.1.1 +- deprecation=2.1.0 +- descartes=1.1.0 +- distributed=2023.2.0 +- distro=1.8.0 +- docutils=0.19 +- dpath=2.1.4 +- entsoe-py=0.5.8 +- et_xmlfile=1.1.0 +- exceptiongroup=1.1.0 +- executing=1.2.0 +- expat=2.5.0 +- fftw=3.3.10 +- filelock=3.9.0 +- fiona=1.9.1 +- folium=0.14.0 +- font-ttf-dejavu-sans-mono=2.37 +- font-ttf-inconsolata=3.000 +- font-ttf-source-code-pro=2.038 +- font-ttf-ubuntu=0.83 +- fontconfig=2.14.2 +- fonts-conda-ecosystem=1 +- fonts-conda-forge=1 +- fonttools=4.38.0 +- freetype=2.12.1 +- freexl=1.0.6 +- fsspec=2023.1.0 +- gdal=3.6.2 +- geographiclib=1.52 +- geojson-rewind=1.0.2 +- geopandas=0.12.2 +- geopandas-base=0.12.2 +- geopy=2.3.0 +- geos=3.11.1 +- geotiff=1.7.1 +- gettext=0.21.1 +- giflib=5.2.1 +- gitdb=4.0.10 +- gitpython=3.1.30 +- glib=2.74.1 +- glib-tools=2.74.1 +- graphite2=1.3.13 +- gst-plugins-base=1.22.0 +- gstreamer=1.22.0 +- gstreamer-orc=0.4.33 +- harfbuzz=6.0.0 +- hdf4=4.2.15 +- hdf5=1.12.2 +- heapdict=1.0.1 +- humanfriendly=10.0 +- icu=70.1 +- idna=3.4 +- importlib-metadata=6.0.0 +- importlib_resources=5.10.2 +- iniconfig=2.0.0 +- ipopt=3.14.11 +- ipython=8.10.0 +- jack=1.9.22 +- jedi=0.18.2 +- jinja2=3.1.2 +- joblib=1.2.0 +- jpeg=9e +- json-c=0.16 +- jsonschema=4.17.3 +- jupyter_core=5.2.0 +- kealib=1.5.0 +- keyutils=1.6.1 +- kiwisolver=1.4.4 +- krb5=1.20.1 +- lame=3.100 +- lcms2=2.14 +- ld_impl_linux-64=2.40 +- lerc=4.0.0 +- libaec=1.0.6 +- libblas=3.9.0 +- libbrotlicommon=1.0.9 +- libbrotlidec=1.0.9 +- libbrotlienc=1.0.9 +- libcap=2.66 +- libcblas=3.9.0 +- libclang=15.0.7 +- libclang13=15.0.7 +- libcups=2.3.3 +- libcurl=7.88.0 +- libdb=6.2.32 +- libdeflate=1.17 +- libedit=3.1.20191231 +- libev=4.33 +- libevent=2.1.10 +- libffi=3.4.2 +- libflac=1.4.2 +- libgcc-ng=12.2.0 +- libgcrypt=1.10.1 +- libgdal=3.6.2 +- libgfortran-ng=12.2.0 +- libgfortran5=12.2.0 +- libglib=2.74.1 +- libgomp=12.2.0 +- libgpg-error=1.46 +- libiconv=1.17 +- libkml=1.3.0 +- liblapack=3.9.0 +- liblapacke=3.9.0 +- libllvm15=15.0.7 +- libnetcdf=4.8.1 +- libnghttp2=1.51.0 +- libnsl=2.0.0 +- libogg=1.3.4 +- libopenblas=0.3.21 +- libopus=1.3.1 +- libpng=1.6.39 +- libpq=15.2 +- librttopo=1.1.0 +- libsndfile=1.2.0 +- libspatialindex=1.9.3 +- libspatialite=5.0.1 +- libsqlite=3.40.0 +- libssh2=1.10.0 +- libstdcxx-ng=12.2.0 +- libsystemd0=252 +- libtiff=4.5.0 +- libtool=2.4.7 +- libudev1=252 +- libuuid=2.32.1 +- libvorbis=1.3.7 +- libwebp-base=1.2.4 +- libxcb=1.13 +- libxkbcommon=1.5.0 +- libxml2=2.10.3 +- libxslt=1.1.37 +- libzip=1.9.2 +- libzlib=1.2.13 +- linopy=0.1.3 +- locket=1.0.0 +- lxml=4.9.2 +- lz4=4.3.2 +- lz4-c=1.9.4 +- lzo=2.10 +- mapclassify=2.5.0 +- markupsafe=2.1.2 +- matplotlib=3.5.3 +- matplotlib-base=3.5.3 +- matplotlib-inline=0.1.6 +- memory_profiler=0.61.0 +- metis=5.1.0 +- mpg123=1.31.2 +- msgpack-python=1.0.4 +- mumps-include=5.2.1 +- mumps-seq=5.2.1 +- munch=2.5.0 +- munkres=1.1.4 +- mysql-common=8.0.32 +- mysql-libs=8.0.32 +- nbformat=5.7.3 +- ncurses=6.3 +- netcdf4=1.6.2 +- networkx=3.0 +- nomkl=1.0 +- nspr=4.35 +- nss=3.88 +- numexpr=2.8.3 +- numpy=1.23.5 +- openjdk=17.0.3 +- openjpeg=2.5.0 +- openpyxl=3.1.0 +- openssl=3.0.8 +- packaging=23.0 +- pandas=1.5.3 +- parso=0.8.3 +- partd=1.3.0 +- patsy=0.5.3 +- pcre2=10.40 +- pexpect=4.8.0 +- pickleshare=0.7.5 +- pillow=9.4.0 +- pip=23.0 +- pixman=0.40.0 +- pkgutil-resolve-name=1.3.10 +- plac=1.3.5 +- platformdirs=3.0.0 +- pluggy=1.0.0 +- ply=3.11 +- pooch=1.6.0 +- poppler=22.12.0 +- poppler-data=0.4.12 +- postgresql=15.2 +- powerplantmatching=0.5.6 +- progressbar2=4.2.0 +- proj=9.1.0 +- prompt-toolkit=3.0.36 +- psutil=5.9.4 +- pthread-stubs=0.4 +- ptyprocess=0.7.0 +- pulp=2.7.0 +- pulseaudio=16.1 +- pure_eval=0.2.2 +- pycountry=22.3.5 +- pycparser=2.21 +- pygments=2.14.0 +- pyomo=6.4.4 +- pyopenssl=23.0.0 +- pyparsing=3.0.9 +- pyproj=3.4.1 +- pypsa=0.22.1 +- pyqt=5.15.7 +- pyqt5-sip=12.11.0 +- pyrsistent=0.19.3 +- pyshp=2.3.1 +- pysocks=1.7.1 +- pytables=3.7.0 +- pytest=7.2.1 +- python=3.10.9 +- python-dateutil=2.8.2 +- python-fastjsonschema=2.16.2 +- python-utils=3.5.2 +- python_abi=3.10 +- pytz=2022.7.1 +- pyxlsb=1.0.10 +- pyyaml=6.0 +- qt-main=5.15.8 +- rasterio=1.3.4 +- readline=8.1.2 +- requests=2.28.2 +- reretry=0.11.8 +- rtree=1.0.1 +- scikit-learn=1.2.1 +- scipy=1.10.0 +- scotch=6.0.9 +- seaborn=0.12.2 +- seaborn-base=0.12.2 +- setuptools=67.3.2 +- setuptools-scm=7.1.0 +- setuptools_scm=7.1.0 +- shapely=2.0.1 +- sip=6.7.7 +- six=1.16.0 +- smart_open=6.3.0 +- smmap=3.0.5 +- snakemake-minimal=7.22.0 +- snappy=1.1.9 +- snuggs=1.4.7 +- sortedcontainers=2.4.0 +- soupsieve=2.3.2.post1 +- sqlite=3.40.0 +- stack_data=0.6.2 +- statsmodels=0.13.5 +- stopit=1.1.2 +- tabula-py=2.6.0 +- tabulate=0.9.0 +- tblib=1.7.0 +- threadpoolctl=3.1.0 +- throttler=1.2.1 +- tiledb=2.13.2 +- tk=8.6.12 +- toml=0.10.2 +- tomli=2.0.1 +- toolz=0.12.0 +- toposort=1.9 +- tornado=6.2 +- tqdm=4.64.1 +- traitlets=5.9.0 +- typing-extensions=4.4.0 +- typing_extensions=4.4.0 +- tzcode=2022g +- tzdata=2022g +- unicodedata2=15.0.0 +- unidecode=1.3.6 +- unixodbc=2.3.10 +- urllib3=1.26.14 +- wcwidth=0.2.6 +- wheel=0.38.4 +- wrapt=1.14.1 +- xarray=2023.2.0 +- xcb-util=0.4.0 +- xcb-util-image=0.4.0 +- xcb-util-keysyms=0.4.0 +- xcb-util-renderutil=0.3.9 +- xcb-util-wm=0.4.1 +- xerces-c=3.2.4 +- xlrd=2.0.1 +- xorg-fixesproto=5.0 +- xorg-inputproto=2.3.2 +- xorg-kbproto=1.0.7 +- xorg-libice=1.0.10 +- xorg-libsm=1.2.3 +- xorg-libx11=1.7.2 +- xorg-libxau=1.0.9 +- xorg-libxdmcp=1.1.3 +- xorg-libxext=1.3.4 +- xorg-libxfixes=5.0.3 +- xorg-libxi=1.7.10 +- xorg-libxrender=0.9.10 +- xorg-libxtst=1.2.3 +- xorg-recordproto=1.14.2 +- xorg-renderproto=0.11.1 +- xorg-xextproto=7.3.0 +- xorg-xproto=7.0.31 +- xyzservices=2022.9.0 +- xz=5.2.6 +- yaml=0.2.5 +- yte=1.5.1 +- zict=2.2.0 +- zipp=3.13.0 +- zlib=1.2.13 +- zstd=1.5.2 +- pip: + - countrycode==0.2 + - highspy==1.5.0.dev0 + - pybind11==2.10.3 + - tsam==2.2.2 + - vresutils==0.3.1 diff --git a/envs/environment.yaml b/envs/environment.yaml new file mode 100644 index 00000000..0a9891a5 --- /dev/null +++ b/envs/environment.yaml @@ -0,0 +1,59 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +name: pypsa-eur +channels: +- conda-forge +- bioconda +dependencies: +- python>=3.8 +- pip + +- pypsa>=0.21.3 +- atlite>=0.2.9 +- dask + + # Dependencies of the workflow itself +- xlrd +- openpyxl!=3.1.1 +- pycountry +- seaborn +- snakemake-minimal>=7.7.0 +- memory_profiler +- yaml +- pytables +- lxml +- powerplantmatching>=0.5.5 +- numpy<1.24 +- pandas>=1.4 +- geopandas>=0.11.0 +- xarray +- rioxarray +- netcdf4 +- networkx +- scipy +- shapely>=2.0 +- pyomo +- matplotlib<3.6 +- proj +- fiona +- country_converter +- geopy +- tqdm +- pytz +- tabula-py +- pyxlsb +- graphviz + + # Keep in conda environment when calling ipython +- ipython + + # GIS dependencies: +- cartopy +- descartes +- rasterio!=1.2.10 + +- pip: + - vresutils>=0.3.1 + - tsam>=1.1.0 diff --git a/graphics/workflow.png b/graphics/workflow.png index ca3e4e29..f60f3462 100644 Binary files a/graphics/workflow.png and b/graphics/workflow.png differ diff --git a/matplotlibrc b/matplotlibrc index aa996c7f..2cc4c229 100644 --- a/matplotlibrc +++ b/matplotlibrc @@ -1,3 +1,6 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 font.family: sans-serif font.sans-serif: Ubuntu, DejaVu Sans image.cmap: viridis diff --git a/results/plot_battery.ipynb b/results/plot_battery.ipynb new file mode 100644 index 00000000..6e28d78e --- /dev/null +++ b/results/plot_battery.ipynb @@ -0,0 +1,1259 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [], + "source": [ + "import pypsa\n", + "import pandas as pd\n", + "import numpy as np\n", + "import os\n", + "import sys\n", + "import re\n", + "import warnings\n", + "from tqdm import tqdm\n", + "import seaborn as sns\n", + "warnings.filterwarnings(\"ignore\")\n", + "\n", + "from pathlib import Path\n", + "\n", + "sys.path.append(str(Path.cwd() / \"..\" / \"scripts\"))\n", + "\n", + "from make_egs_plots import plot_timeseries, plot_geothermal_map, get_network_data\n", + "\n", + "model_name = \"elec_s_37_lcopt__Co2L0-180H-T-H-B-I-A-solar+p3-dist1_2050.nc\"" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " 0%| | 0/118 [00:00 Organic Rankine Cycle -> Electricity Generation\n", + "\n", + "EGS -> CHP; ORC + Waste Heat Distribution -> Elec + District Heat\n", + "\n", + "EGS -> District Heating Only\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9999999999999999" + ] + }, + "execution_count": 79, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from vresutils.costdata import annuity\n", + "\n", + "an = annuity(30, 0.07)\n", + "\n", + "def capex_to_cc(capex, lt, dr):\n", + " \"\"\"ad-hoc equation\"\"\"\n", + " return annuity(lt, dr) * capex + 0.02*capex\n", + "\n", + "def cc_to_capex(cc, lt, dr):\n", + " return cc / (0.02 + annuity(lt, dr))\n", + "\n", + "capex_to_cc(cc_to_capex(1, 30, 0.07), 30, 0.07)" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": {}, + "outputs": [], + "source": [ + "# energies = pd.read_csv(f\"energy_vector_{demand_vector}.csv\", index_col=[0,1])\n", + "# capacities = pd.read_csv(f\"capacities_vector_{demand_vector}.csv\", index_col=[0,1])\n", + "# costs = pd.read_csv(f\"costs_vector_{demand_vector}.csv\", index_col=[0,1])\n", + "\n", + "# energy_gt = energies.xs(\"geothermal heat\", level=1, drop_level=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [], + "source": [ + "energies = pd.read_csv(f\"energy_vector_{demand_vector}_with_EU.csv\", index_col=[0,1])\n", + "capacities = pd.read_csv(f\"capacities_vector_{demand_vector}_with_EU.csv\", index_col=[0,1])\n", + "costs = pd.read_csv(f\"costs_vector_{demand_vector}_with_EU.csv\", index_col=[0,1])\n", + "\n", + "perc_energies = energies.xs(\"geothermal heat\", level=1, drop_level=True).divide(energies.groupby(level=0).sum())\n", + "perc_capacities = capacities.xs(\"geothermal heat\", level=1, drop_level=True).divide(capacities.groupby(level=0).sum())\n", + "perc_costs = costs.xs(\"geothermal heat\", level=1, drop_level=True).divide(costs.groupby(level=0).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pycountry\n", + "import matplotlib.pyplot as plt\n", + "plt.style.use(\"bmh\")\n", + "\n", + "country_mapper = {country.alpha_2: country.name for country in pycountry.countries}\n", + "country_mapper[\"EU\"] = \"Europe\"\n", + "\n", + "n_show = 10\n", + "\n", + "sort_col = energies.columns[0]\n", + "show_countries = energies.groupby(level=0).sum().sort_values(by=sort_col, ascending=False).iloc[:n_show].index \n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=(10, 5))\n", + "\n", + "# viridis, plasma, inferno, magma, cividis, cool, winter, copper, gist_earth, turbo\n", + "\n", + "colormap = plt.cm.nipy_spectral #I suggest to use nipy_spectral, Set1,Paired\n", + "ax.set_prop_cycle(\"color\", [colormap(i) for i in np.linspace(0, 1, n_show+1)])\n", + "\n", + "# x = country_shares.columns.values.astype(float)\n", + "cc = pd.Series(np.array(perc_energies.columns).astype(float))\n", + "capex = cc_to_capex(cc, 30, 0.07)\n", + "\n", + "x = capex.values * 1e-3\n", + "\n", + "for country in perc_energies.loc[show_countries].index:\n", + " \n", + " if country == \"EU\":\n", + " linewidth = 2. \n", + " else:\n", + " linewidth = 1. \n", + " \n", + " ax.plot(x,\n", + " perc_energies.loc[country].values,\n", + " label=country_mapper[country[:2]],\n", + " linewidth=linewidth, \n", + " ) \n", + "\n", + "ax.set_xlabel(\"CAPEX of EGS [Euro/kW]\")\n", + "ax.set_ylabel(\"Share of Total Node Elec Demand Generated by EGS\")\n", + "ax.legend()\n", + "\n", + "# ax.set_xlim(2e3, 5.1e3)\n", + "\n", + "ax.set_title(\"\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'gpd' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[10], line 4\u001b[0m\n\u001b[1;32m 1\u001b[0m ov \u001b[39m=\u001b[39m pd\u001b[39m.\u001b[39mread_csv(Path\u001b[39m.\u001b[39mcwd() \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39m..\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mresources\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39megs_test\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39megs_overlap_matrix_s_37.csv\u001b[39m\u001b[39m\"\u001b[39m, index_col\u001b[39m=\u001b[39m\u001b[39m0\u001b[39m)\n\u001b[1;32m 2\u001b[0m pot_2015 \u001b[39m=\u001b[39m pd\u001b[39m.\u001b[39mread_csv(Path\u001b[39m.\u001b[39mcwd() \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39m..\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mresources\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39megs_potentials_by_year\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m/\u001b[39m \u001b[39m\"\u001b[39m\u001b[39megs_potentials_s_37_2015.csv\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[0;32m----> 4\u001b[0m gdf \u001b[39m=\u001b[39m gpd\u001b[39m.\u001b[39mGeoDataFrame(pot_2015\u001b[39m.\u001b[39mdrop(columns\u001b[39m=\u001b[39m[\u001b[39m\"\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mdh_share.1\u001b[39m\u001b[39m\"\u001b[39m]), geometry\u001b[39m=\u001b[39mgpd\u001b[39m.\u001b[39mGeoSeries\u001b[39m.\u001b[39mfrom_wkt(pot_2015\u001b[39m.\u001b[39mgeometry))\n\u001b[1;32m 5\u001b[0m gdf\u001b[39m.\u001b[39mindex \u001b[39m=\u001b[39m pot_2015\u001b[39m.\u001b[39mgeometry\n\u001b[1;32m 8\u001b[0m gdf\u001b[39m.\u001b[39mhead()\n", + "\u001b[0;31mNameError\u001b[0m: name 'gpd' is not defined" + ] + } + ], + "source": [ + "ov = pd.read_csv(Path.cwd() / \"..\" / \"resources\" / \"egs_test\" / \"egs_overlap_matrix_s_37.csv\", index_col=0)\n", + "pot_2015 = pd.read_csv(Path.cwd() / \"..\" / \"resources\" / \"egs_potentials_by_year\" / \"egs_potentials_s_37_2015.csv\")\n", + "\n", + "gdf = gpd.GeoDataFrame(pot_2015.drop(columns=[\"geometry\", \"dh_share.1\"]), geometry=gpd.GeoSeries.from_wkt(pot_2015.geometry))\n", + "gdf.index = pot_2015.geometry\n", + "\n", + "\n", + "gdf.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import pycountry\n", + "import sys\n", + "import pandas as pd\n", + "import geopandas as gpd\n", + "import matplotlib.pyplot as plt\n", + "plt.style.use(\"ggplot\")\n", + "\n", + "network_file = \"../resources/egs_test/regions_onshore_elec_s_37.geojson\"\n", + "network_regions = gpd.read_file(network_file).set_crs(epsg=4326)\n", + "network_regions.index = network_regions[\"name\"]\n", + "\n", + "cap_df = pd.read_csv(\"capacities_europe.csv\").rename(columns={\"Unnamed: 0\": 'node'})\n", + "\n", + "def get_region_capex_pnom(region_name, year):\n", + "\n", + "\n", + " # prepare year egs data\n", + " egs_data = pd.read_csv(Path.cwd() / \n", + " \"..\" / \n", + " \"resources\" / \n", + " \"egs_potentials_by_year\" / \n", + " f\"egs_potentials_s_37_{year}.csv\")\n", + " egs_data_gdf = gpd.GeoDataFrame(egs_data.drop(columns=[\"geometry\", \"dh_share.1\"]),\n", + " geometry=gpd.GeoSeries.from_wkt(egs_data.geometry))\n", + "\n", + "\n", + " if not region_name == \"EU\":\n", + " # prepare node geometry\n", + " region_geom = network_regions.geometry.loc[region_name]\n", + "\n", + " overlap = egs_data_gdf.geometry.apply(lambda geom: geom.intersection(region_geom).area)\n", + " overlap = overlap.loc[overlap > 0.]\n", + "\n", + " if overlap.empty:\n", + " return pd.DataFrame(columns=[\"capex\", \"p_nom_max\"])\n", + " \n", + " egs_data = egs_data.loc[overlap.index]\n", + " p_noms = egs_data[\"p_nom_max\"].multiply(overlap)\n", + "\n", + " else: \n", + " p_noms = egs_data[\"p_nom_max\"]\n", + "\n", + " capexes = egs_data[\"CAPEX\"] * 1e3\n", + " result = (\n", + " pd.DataFrame({\n", + " \"capex\": capexes,\n", + " \"p_nom_max\": p_noms,\n", + " })\n", + " .sort_values(by=\"capex\", ascending=True)\n", + " )\n", + " result[\"p_nom_max\"] = result['p_nom_max'].cumsum()\n", + "\n", + " return result\n", + " \n", + "# country_shares.to_csv(\"country_shares.csv\")\n", + "# totals.to_csv(\"total_energies.csv\")\n", + "\n", + "def make_country_summary(node):\n", + " years = np.arange(2015, 2055, 5)\n", + "\n", + " # shares = pd.read_csv(\"country_shares.csv\", index_col=0).loc[node]\n", + " # total_energy = pd.read_csv(\"total_energies.csv\", index_col=0).loc[node]\n", + "\n", + " if node == \"EU\":\n", + " gt = cap_df.drop(columns=[\"node\"])\n", + " gt = gt.loc[gt.carrier == \"geothermal heat\"].drop(columns=[\"carrier\"]).sum()\n", + " \n", + " else:\n", + " subset_cap = cap_df.loc[cap_df.node == node].drop(columns=[\"node\"])\n", + " total_cap = subset_cap.drop(columns=[\"carrier\"]).sum()\n", + " gt = subset_cap.loc[subset_cap.carrier == \"geothermal heat\"].drop(columns=[\"carrier\"])\n", + "\n", + " fig, ax = plt.subplots(1, 1, figsize=(10, 5))\n", + "\n", + " try:\n", + " x = cc_to_capex(np.array(gt.columns).astype(float), 30, 0.07)\n", + " except AttributeError:\n", + " x = cc_to_capex(np.array(gt.index).astype(float), 30, 0.07)\n", + " ax.plot(x*1e-3,\n", + " gt.values.flatten() * 1e-3,\n", + " linewidth=2.,\n", + " label=\"Built Capacity\",\n", + " color=\"k\",\n", + " )\n", + "\n", + " ax.legend()\n", + " ax.set_xlabel(\"EGS CAPEX [Euro/kW]\")\n", + " ax.set_ylabel(\"Capacity [GW]\")\n", + " \n", + " if node in good_xlims:\n", + " ax.set_xlim(good_xlims[node])\n", + " ax.set_ylim(good_ylims[node])\n", + "\n", + " # viridis, plasma, inferno, magma, cividis, cool, winter, copper, gist_earth, turbo\n", + " colormap = plt.cm.cool #I suggest to use nipy_spectral, Set1,Paired\n", + " \n", + " num_colors = 0\n", + "\n", + " for year in years:\n", + " data = get_region_capex_pnom(node, year)\n", + " if data.empty:\n", + " continue\n", + "\n", + " x, y = data[\"capex\"].values * 1e-3, data[\"p_nom_max\"].values\n", + "\n", + " if node in good_xlims:\n", + " if x[0] > good_xlims[node][1] or x[-1] < good_xlims[node][0]:\n", + " continue\n", + " num_colors += 1\n", + "\n", + " ax.set_prop_cycle(\"color\", [colormap(i) for i in np.linspace(0, 1, num_colors)])\n", + "\n", + " for year in years:\n", + " data = get_region_capex_pnom(node, year)\n", + " if data.empty:\n", + " continue\n", + "\n", + " x, y = data[\"capex\"].values * 1e-3, data[\"p_nom_max\"].values.tolist()\n", + " x = x.tolist()\n", + "\n", + " if node in good_xlims:\n", + " if x[0] > good_xlims[node][1] or x[-1] < good_xlims[node][0]:\n", + " continue\n", + " \n", + " if y[0] > 0:\n", + " y = [0.] + y\n", + " x = [x[0]] + x\n", + "\n", + " if len(x) == 1:\n", + " ax.scatter(x, y, s=30, label=f\"Avail. EGS {year}\", )\n", + " continue\n", + "\n", + " ax.plot(x, y, label=f\"Avail. EGS {year}\", linewidth=2.)\n", + " ax.plot(x, y, linestyle=\"--\", linewidth=0.5, color=\"k\")\n", + " # ax.set_xticks(ax.get_xticks(), ax.get_xticklabels(), rotation=45, ha=\"right\")\n", + " ax.legend(loc='upper right')\n", + "\n", + " if node != \"EU\":\n", + " country = pycountry.countries.get(alpha_2=node[:2]).name\n", + " else:\n", + " country = \"Europe\" \n", + "\n", + " # ax.set_title(f\"{country}; EGS built by PyPSA-Eur vs EGS Potential Estimated in Aghahosseini, Breyer 2020\", fontsize=12)\n", + " ax.set_title(f\"{country}\")\n", + " plt.show()\n", + "\n", + "\n", + "good_xlims = {\n", + " \"DE1 0\": (0.22e4, 0.5e4),\n", + " \"SE2 0\": (0.25e4, 0.8e4),\n", + " \"EU\": (0.1e4, 0.55e4),\n", + "\n", + "}\n", + "good_ylims = {\n", + " \"DE1 0\": (0., 350),\n", + " \"SE2 0\": (0., 60),\n", + " \"EU\": (0., 1200),\n", + "}\n", + "\n", + "SMALL_SIZE = 8\n", + "MEDIUM_SIZE = 10\n", + "BIGGER_SIZE = 12\n", + "BIGGEST_SIZE = 20\n", + "\n", + "plt.rc('font', size=SMALL_SIZE) # controls default text sizes\n", + "plt.rc('axes', titlesize=BIGGER_SIZE) # fontsize of the axes title\n", + "plt.rc('axes', labelsize=BIGGER_SIZE) # fontsize of the x and y labels\n", + "plt.rc('xtick', labelsize=MEDIUM_SIZE) # fontsize of the tick labels\n", + "plt.rc('ytick', labelsize=MEDIUM_SIZE) # fontsize of the tick labels\n", + "plt.rc('legend', fontsize=BIGGER_SIZE) # legend fontsize\n", + "plt.rc('figure', titlesize=BIGGEST_SIZE) # fontsize of the figure title\n", + "\n", + "\n", + "# def get_region_capex_pnom(region_name, year):\n", + "\n", + "# get_region_capex_pnom(\"AT1 0\", 2030)\n", + "make_country_summary(\"SE2 0\")\n", + "# make_country_summary(\"DE1 0\")\n", + "# make_country_summary(\"EU\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pypsa\n", + "import numpy as np\n", + "import os\n", + "import sys\n", + "import re\n", + "import warnings\n", + "import seaborn as sns\n", + "warnings.filterwarnings(\"ignore\")\n", + "\n", + "from pathlib import Path\n", + "\n", + "sys.path.append(str(Path.cwd() / \"..\" / \"scripts\"))\n", + "\n", + "from make_egs_plots import plot_timeseries, plot_geothermal_map\n", + "\n", + "model_name = \"elec_s_37_lcopt__Co2L0-180H-T-H-B-I-A-solar+p3-dist1_2050.nc\"\n", + "dir_template = \"egs_sweep_{}\"" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:pypsa.io:Importing network from PyPSA version v0.21.3 while current version is v0.22.1. Read the release notes at https://pypsa.readthedocs.io/en/latest/release_notes.html to prepare your network for import.\n", + "INFO:pypsa.io:Imported network elec_s_37_lcopt__Co2L0-180H-T-H-B-I-A-solar+p3-dist1_2050.nc has buses, carriers, generators, global_constraints, lines, links, loads, storage_units, stores\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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TRz179tSOHTtMG3nn7hwc79ehQwdVrlxZ06ZN09mzZ50n2pLUuXNn+fn5KS4urkRj/12rVq3UqlUrvfHGG0pISMiXQ7t27VSlShVTf70KCwtTvXr1tHHjRiUnJzunBwQEqG3btoqMjHRuj9diDjabTQEBAYqJidEPP/yg7du3O/vFvLw81ahRQ7fddptWrlxpWp/g7hzcHf9CDRs2lN1u14oVK5Senu6cHhgYqJYtWyo+Pt6UvtGxr2nSpIn27NmjZcuW5TtwDgsLU7du3bRjxw7nAa0ZHCMI1q5dq59//tk5LTs7WwEBAbr33nu1c+dOHT9+3LR9tDtzsNls8vT0VP/+/bVjxw7NmzfPGT8nJ8cZf8+ePfkOdkuSu/dPjhvod+/eXUeOHHEeIzh+JPPz89Odd96p/fv3mz6yoVy5curZs6e+++47rVq1Kl+Bq0KFCoqKitKePXtMK3zVqFFDffr00cyZM7V58+Z8x2pRUVGqW7eudu/ebUpsK+Rgs9kUHh6uJk2a6Msvv1RKSkq+Y8V27dqpffv2WrRokXJyckz7sdQK5w6BgYGqUKGC1q9fn+8KIR8fH910000KCAjQ9u3bTYnt0Lx5c505c0Zz5sxxFn8cOfTu3VtHjx41dX308fFRu3bttG/fPmcB0PGdh4WFKSAgQKdPn5Zk3mij0NBQtWrVSr/99ps2btyYL4eKFSvK39/f1OOEJk2aqEqVKvr000+dBS/H9nDvvfeqSpUqmj9/vqSSLzo5tvs+ffooIyNDn3/+uaTz52+O4tfAgQN19uxZHT58uERjX6hq1apq1aqV5s2bp5MnTzrbPy8vT507d1a7du20Zs0a2e12U7ZHq+yjatSoocDAQOf3feFgnrvuuku+vr7Oq1ZKenuwynGzu/fRklSzZk1lZGRoxYoVSkpKck739/dX69atdejQIVPOpXNycjR69GjNnDnT+cPP34uQnTt31pkzZ7R8+XJJ5o4Kvph/fAFSOl9gK1eunGbPnq24uDh5eHg4N8zg4GDl5OTIz8/PtPsvSuc770aNGik2NlZLly7NV3Tw9/dXRESEKRuL4zPVr19f119/vXbu3KnFixfnG+1Yrlw558mWGRxxmjRpoi5dumj16tWaPXu2JDkvybbb7fL29nb+ymRG/JYtW8rf31+xsbHOIeKOecHBwUpJScm3blxLOTjer3z58urYsaPzqVmpqanO7yAgIEC+vr6mdlaO9x48eLAqV66s5557TidPnsy3Hvj4+Jh6D5Pg4GC1b99eq1ev1i+//JKvuFOuXDlFRkZq7969pu68rJBDhw4ddNNNN+m1115zXubrWBcDAwOdP46Yyd05uDu+dP7Hobp162rZsmUFfqCqXr26/Pz8TL2kpl69ehoxYoTmzp2rH374IV+s4OBgVatWzbR7Ozn6pbp166p79+5asGCBVq5cKUnO+zl5enoqICDAtH20FXJwHLwPHTpUc+bM0XfffSdJzntJ5ebmqly5cqbdn9fd+yfpfBtERERo5MiRWrZsmfMSJscJTk5OjqpWrWrqTfYd+6fo6GgNHjxYn376qX744QfnaAPp/IiTyMhIUwpfjvh9+/ZVdHS03njjDa1fvz7fMnl5eflu2XCt5eCIf+utt6pSpUoaO3as0tLS5OXl5dwfVqlSRYGBgaaP7nD3uYNjBPS2bdv09ddf5xuJ7uPjoyZNmujkyZPOAkRJy8vLU2hoqJ566int2LFDn376ab5zF8MwVKNGDQUFBZkS33GJa8+ePVWuXDmtWbMm35VSHh4eCgkJkb+/vynnDg6BgYHq1q2bDMNQbGys1q1b55xXpkwZhYeHO/sDMwYPOG6VdPr0aX3xxRfOdnFcwRQZGeksDpf0uuj4XNWqVVO7du20c+fOfFeySefPYS88djJL27ZtlZmZqR9++EEJCQnOoqCXl5cCAwOVmJgoLy8v0/oFd++jHPf0e+CBB7R371599NFHks4fJzjWhSZNmph6vCi597jZ3ftoh+rVq2vYsGFavny5FixYkO+WIKGhoapevXqJ3wv0+PHjOn36tB555BH99ttv+vbbbwstQjquXvrtt99MHZV8Kf/4h9BI508sOnfurGXLlmn69OkaOnSo8yl6qampKlOmjLKzs03ZYBxDtD08PHTPPffo888/12+//abffvtNdevW1dmzZ7V582a9+OKLpm0sjviDBw9WZmamtm7dqmPHjunOO+9UXl6eli1bJsMwTL+hdnBwsGJiYuTr66v58+frr7/+Uo0aNXTu3Dlt2bJFEydONHVDcYziWLhwoRYsWKAuXbqoWbNmys3NVWJiosLCwkwt+Lg7B8fNcGNiYpSVlaX169dr0qRJuvfeeyVJv//+uzIyMlS1alVT4kv/OziqVKmS7rrrLs2ePVujR4/W7bffroCAAMXFxen48eOmPQnb0QbR0dE6c+aMvvrqK9ntdrVv314VKlSQdP5kv3z58qbEd1cOhd0I2cvLS/3791dOTo5eeuklPfjgg2rSpInKlCmjHTt2mFZosFIO7o7v6JvvvfdeTZ06VUuXLtWxY8fUs2dP+fn5Oftmx70JzRIdHa2srCzNmDFDp0+fVosWLVS1alUtWbJEaWlppj/xtUyZMoqJiVFOTo6++OILnTlzRt27d1dubq527dolLy8v0x8+4s4cHPv+Tp06KTs7W7Nnz1ZiYqK6desmPz8/rVu3znlfSDO5c//kaIMWLVrowQcf1IcffqjExERFR0crIiJCq1atUlpamqnbwoXb+qBBg+Tr66svv/xSu3fvVmBgoDw8PLRt2za9+OKLpsb38vLS0KFD5evrq7feeks33XSTgoKClJmZqb179+quu+4q0bgX7h/ckUNh8YOCgjRs2DDNmDFDTz/9tJ566ilFRkbKz89PBw4ccI4CM/PBF1Y4d6hRo4aefPJJvfHGG8rJyVG/fv1UpUoVSecfxhAWFmbqPYLz8vJUs2ZNPf3003rllVd05swZtW/fXtWqVdP69esVHx9v2lOgHW0QFBSkESNG6Msvv9Tq1au1ZcsWNW/eXIcPH9bWrVv18ssvm36sUrNmTd1xxx2aO3eu5s2bpz179qh+/fratWuX9u/fr/vvv9+Zc0lyvF+rVq104sQJbdu2TZ9++qnuvfdeZ+HL09PTWaB3FOVKkmEY8vPzU/fu3ZWZmalNmzYpPj5e99xzj9LT07Vu3Tp5eXkpJCSkRONeGN9ms6ldu3Y6ffq01q5dqzlz5ujmm29WxYoVJf2vWG632+Xp6WnqQBJ37aMc8WvWrKm7775bM2bMkN1u10MPPeScl5CQIH9/f9PWBcm9x83u3kc7GIahFi1a6LHHHtMHH3ygM2fO6IYbblCtWrW0YsUKJSQkqFKlSiUW79ChQ3ruued0xx13qGfPnho9erQmTpwowzA0ePBghYaGysPDw7lPvO6667R7925lZ2c7b91Q2myGO+9AaQEXHtj8/vvvWrVqlbZs2aIGDRooLy9P+/fv17hx41SjRg1T87jwaUSbNm3SH3/8oYMHDyoiIkK9e/dWtWrVSiROUU9ccsR3PPV07dq12rt3r6pUqaL09HSNHj3aeWBlVg4O2dnZOn78uObMmSO73S4/Pz8NHDiwxNrgUjlt3rxZK1as0I4dO1SxYkX5+vrq8OHDGjt2rKnrQWnmcKn1wDAMbd68WT/99JO2bdum8uXLyzAMPfbYYyW2HrjyBK709HQtXLhQGzdudF4GeM8996hmzZolksOl8lq8eLF+/PFHRUREKDw8XDabTZs2bdKECRNKdH38e1uUVg5paWkKCAi46PeQlJSk2NhYLVq0SBEREQoICFBCQoKeffZZU7+H0s7hYv2SO9vgwnVhzpw52r59u/bu3asaNWooJSVFTz/9dKl9D+vXr9f8+fOVkJCgoKAg5eTk6N///neJxy/qu4iPj9f69ev17bffKjg4WH5+fkpNTdWYMWNKpF/KysqSt7f3RbcHs3O4lPT0dG3dulXTpk2Tt7e3fH19lZ2dXaL76MJYYR95ob179+rDDz90PnzAw8NDjz/+eIm0QVxcnHbu3KkePXpcctktW7Zox44dOnTokCIjI9WrV68S2Te4+oTKNWvWaP369UpOTlZYWJhuvfVWVa9e/Yrj5+bm5nuq+sXyMSuHzMzMi54cGYahI0eOaPbs2dq9e7cqVaqkgIAAHThwwPTj9tI8d/j7d1GY3bt3680331SFChXk6empsLAwbdmyRePHjy+R78IVJ0+e1PTp03XixAnl5eXJ19dXo0aNMn0f7Vg309PTtX37dq1cuVLp6ekKDAzUbbfdVmqfXzo/CmnLli1asmSJAgIC5OPjo3vvvbdU1sX09HTFxsZqzZo1MgxDTZs2VVJSkjZt2qSXX365RAYPFPUdOKafPXtWv/32m7777jslJSUpIiJCGRkZeuqpp0zdP13YP/3444/67bffdOzYMTVq1EgZGRn6448/SnVbkMzdR11KZmamNm/erGnTpik8PFwVKlSQl5eXNm7cqJdeesnU8xcHs4+bXd1HmrWPvhhHac1ms2nHjh1asmSJ9uzZo6CgIBmGoccff7zE+kVH8bFnz5664447nNvizp07NWHCBMXExGjgwIHOh0RJ0qeffqqEhAQ9/vjjpj8dvij/iAKk48u41M5LOn/zzu3bt2vfvn0KDg5Wu3btrrhK7XhCWlRU1EU3lr9vTLm5ubLZbCXy62VWVpbzV1hX2sFut2vPnj0KCAhQaGjoFf9ik5CQoPj4eDVo0OCiORSmpH7FvlRndWFOCQkJiouL09atWxUREaFmzZqVyK8V7s4hPT1d/v7+Lm8PknTgwAEFBATI39+/RH7BTElJUXBwsLPg7cr6nZKS4rz82+xRPlL+NnD0B3/88YcqVKigrl27lsoJptk5HD16VDNmzFDHjh3VqVOnSy7/119/6cSJE5LOX5ZbEiOiL/zhw5X1oKRziIuL07Zt29S7d29Jl+6XzGgDx1MT09LSVLt27UKXubB9zp49q/379ztvzXGllzo6+ldX+6akpCSlpqY6L2NxPO3wSpw5c0anTp1yPk02ODj4ot/FqVOntGfPHvn7+6tmzZoqV67cFedw4MABff7553r44YfzHagVpaRzyM7OLtaB4JkzZ3T48GF5eHioUqVKJTKqwt37J0cbXHjwfrE80tPTlZCQILvdrvDw8BJZFw8dOqRnnnlGt99+u/r27VsgZlF/S64Vii7FMUKlTJkyLveLjnYr7jpUlOPHj2vBggU6e/asPD099eSTT170mMGMHOLi4vT111+rS5cuuv766y+5/C+//OJ8QF6rVq2cI5+uhLvPHaTz7bBw4ULdfvvtRW7jjvxOnTqlTZs26dChQwoNDVXHjh2doyEv16WKwA6OtsjOzlZaWpqysrIUFBR0xZebJicnO8+fpEsXwBxyc3OdlyJfqdTUVGVmZhZrf5+Xl+e8bVVJjDAqrE+88DNf2P5xcXFasmSJzp49qzJlyqhfv35XfLzoyjmkY3peXp7y8vK0detWBQYGqly5ciV6SwZXtsdDhw5px44d2rdvn8LDwxUTE3PF24JkjX2Ugyv7h9TUVM2ZM0fp6eny9fVVz549r7gd0tPTnbd7cAyKuFguJX3cHB8fL+n8rQUuFtesfbTkWr944TqSkZGhc+fOKSsrS8HBwSV2W4rDhw/r2WefVa9evXT77bc7p2/evFmNGjXSnj17NGnSJLVp00bt2rVTuXLl9Msvv2jVqlV6/vnnTb2i8VKu+QKkY4fcuXNnBQQEuLzzKinHjh3TU089pXLlymnkyJGqXbt2qV9vHxcXp6+++kqdO3dWixYtJLm+Ey8Jx48f19ixYxUcHKyhQ4eqWbNml4x14bySyOnkyZPaunWr2rRpc9EdgFnrgRVyiIuL08cff6zWrVurR48exSr8lJRjx47phRdeUN26dfXEE084nxZ4qR1ISbbJ6dOnlZaWdslfnwo74TQMo0Ta68SJE/r++++VlJSkwMBADR8+XAEBAQXawqwc4uLi9OyzzyomJkY9e/bMV3AprXXi2LFj+vbbb3XXXXcpPDy8VNdFwzCUnZ2tUaNGKTU1VQMGDNCQIUOc80qrjz5y5IimTp2qnJwcxcXF6cYbb9S9997rvGfVpQoeJRH/7bff1kMPPaTatWuXen8gnT+Aev311yWdv0eSj4+P7rnnHjVt2rTQ5c3I0fELcnR0tEaMGHHJ5Us6h7i4OH344YcaPHiwGjduXOrxJWvsn1566SWNGDFCrVq1uuQJnpnrQdeuXYt1CXFJtcnx48f15JNPKjw8XBMnTlRwcLBLn7Mkv5MjR45o3LhxatasmYKDg7Vx40ZVqVJFo0ePllR0u5d0Ds8//7yio6PVtWtXVaxYschjAbPWR3efO0j/+y5atmypPn36OAsHhcW81LHD5Th69Kief/55DR06VF26dLnk8iXdFseOHdOzzz6rOnXq6NZbb3X+QOfquUNJiIuL08svv6xmzZqpb9++Lt36pqT7puPHj2v58uU6evSo6tevryZNmhQ6is6V9eJyHDt2TF999ZU6duyoli1bFhnrYnlcqdOnT2v//v1q1qyZswBY2tujFfZRJ0+e1NGjR136Hi52ZdXlOnLkiD799FMlJSXJx8fHeY/wkijqueL48eN64okn5OPjo0mTJqlSpUqlvo88evSo3njjDQ0ePFjt2rUrkfe8HAkJCfrPf/6jRo0a6YknnnBOnzt3rn766Sc988wzqlatmnbt2qXPP/9cSUlJCgoKko+Pj/7v//6v1K5WKco1fQ/IEydO6L///a/zaVzdunUr8kDCjA4rNTVVn376qVq3bq2jR49q6tSpeuihh3TdddeV2glufHy8Xn31VZ06dUqZmZny8vJS06ZNiyzqlHReKSkpmjZtmqpUqSJ/f3/nzfObNWt20cLShdOuNKcTJ07omWeekd1uV05Ojjp27FjkSD6zvhd353D69GlNnjxZSUlJ8vDwkLe3t2JiYkq1CJmUlKSpU6cqLCxMiYmJmjJlikaNGnXRIuTf7/t0pRwneH5+fvrvf/9b5IizwmKW1P1Sjhw5ovHjx6tJkyYKDQ3Vrl279NJLL+mll14q0AZm5JCTk6Nvv/1WHTp00LBhw2QYhg4dOqSUlBTVrl3b1Ic4OJw6dUovvfSSc/TfQw89VKpFSJvNJl9fXzVu3FgBAQH68ccflZ2drbvuuqvU+ubjx49r/Pjx6tKli1q2bKmcnBy9+OKLqly5sgYMGGB63+zoE+Lj4zVx4kQ988wzqlWrVqkWIVNSUvTqq6+qbdu26tatmxISErRmzRq98sorGjFihLp06VLgwLakc3NcOty9e3fdeeedMgxDGRkZstvt8vX1la+vb4E2Kckc4uPj9dprryktLU2ff/65hg0bdsl73JZ0G7h7/5SQkKDJkyfLbrfrww8/lCTnCV5RxwhmnNiNHTtWN954o+666y7l5ubqp59+UkJCgrKzs9WjRw+VL1++0BOtkmgTx7FSgwYNlJ2drbFjx+qFF15QSEjIJbfJkvpOTp48qTfeeEMxMTHOS7lCQ0N16tQp5zJF5VFSOWRmZmrmzJnq2LGjswiclJSklJQURUVFXbJfLIkTTXefO0jnb4/y3nvvqX379rrnnnsknW+bzMzMfD8QOHK68CEnJXGckJiYqHfffVcBAQH69NNPJemSRciSbIuUlBR99NFHqlmzpk6ePKmFCxfq5ptvdg7icOXc4UolJSXp/fffl7+/v7Zs2SIfHx917979kkXIkuybjhw5ogkTJqhhw4by9/fXihUrdOzYMd17773y9fUt9Fzpwv7iStsjPj5er7zyipKTk52jx4pz/lYSjh8/rqefflpBQUHKy8tTixYtiixCmrU9WmEfdfz4cT333HOy2+2655571KlTp4t+D5c6nyiuY8eOady4cerUqZP69++vgwcPauPGjVq3bp06dOhwRe/titTUVM2cOVPNmzdXTk6Onn/+eY0bN06VK1cutX1kQkKC3n77baWlpenDDz+Uh4eH2rRpUyLvXVx5eXmKjIxUTk6O9uzZo3r16mnBggX64Ycf9Mgjj6hatWrKy8tTw4YN9fTTTystLc25Ty+N87xLuWYLkOnp6frss8/UpEkT+fv7a/369crLy1OPHj0u+mtmSUpLS1P58uXVqVMn1a1bV//5z3/0/vvvl1oR0m6365dfflG1atX08MMPa9asWZo/f74kXbQIWZJSU1Pl6empQYMGycPDQ999953LRciSkJGRoS+//FLNmzdXmTJl9OOPPyovL0+dO3c27YbIVsshLy9P69atU0REhO6//34tWbJEv/zyiySVahFyx44dCggI0IABA3T8+HH9/PPP+YqQJTU0vihpaWmaOXOmWrdurfT0dL366qsaPXq0rrvuOtNi/l1SUpKmTJmS7+QqPj5ezz//vDZu3OgcoWwmwzB06tQpdezYUZL08ssvKykpSUlJSfL09NSQIUPUtm1blSlTxpT4WVlZmjt3rmrXrq1GjRpp3bp1zvWgtIqQjj4nNzdX4eHheuihh/T222/Ly8tLd9xxh9atW6e6deuadrPwzMxMffvtt2rTpo0GDx7sPGHs27evdu7cqQEDBpjaDna7XatXr1blypX1wAMP6Mcff9T48eP1/PPPl2oR8syZM/Lz81OXLl0UGRmpyMhINWjQQBEREZo+fbp8fX3VuXNn0/JJS0vTM888o3r16jkfuvbhhx/q+PHjSkpKUpUqVXTHHXeoevXqpuRgt9v1/fffq2rVqmrXrp1+//13zZgxQ8OHD3cWIc3eR7t7/2S327Vq1Srng8c2btyo9957T9KlT/BK0saNG+Xp6akKFSooKSlJ7733nrKzs52X0f3666+6//771aZNG1PyiY+Pl7+/v3r06CEfHx998cUXeuGFF5xFSLP3j5K0Z88eVa5cWf3795d0/qTt9OnT2rFjh5577jlJ0pAhQ5y30jHjO8nIyFBqaqqGDRsmSZo0aZISEhJ04sQJVa1a1TlKuKhLa680JyucO0jn9xE+Pj669dZblZeXpzfffFNnzpzRoUOH1KlTJ7Vp00aNGjUypQCTm5urTZs2qXz58s590scffyzp0kXIkuJ4qFX//v2Vm5urd955x+UiZEk5cuSIgoKCNHLkSO3Zs0dff/21JLlUhCwJSUlJevfdd9WpUyfdeeedks7fjue1115Tjx49VKtWrUJfd+F+6krax263KzY2VtWrV9fQoUO1ZMkSLV26VNL/zt/MPlZwHLc3b95c6enpmjdvnvLy8tSqVauLjoQsSVbYR6WmpmrWrFmqXbu2wsPDNX/+fBmGoc6dO7u8LVxJfo5+sV27ds5zl0aNGmn79u3asWNHqRQg4+PjFRYWpjZt2qhatWr66KOPnPtIV4qQVyovL8/ZLz7++OP6+eef9e6770qSW4qQkZGRevTRRzV9+nQtWrRIq1at0oYNG/Too486b1ty4a2bSuIWBCXpmi1Aenh4qHr16qpZs6ZatWqlGTNm6Pfff5ekQg8kSrLz2L9/vzZv3qxbb71VPXr0cH7pEydO1JgxYzR16lQ9/PDDziKkWU+j8vDwUOPGjVWxYkXVq1fP+ZQ6RxHy+uuvL9BxldQG7Dh4qlatmoYPH+68F45hGFq8eLG+++47GYah5s2b59uJlXQnnpubq9q1aysyMlJt2rSRv7+/YmNjJalUT7DclYPj/m6tWrVSRESE6tWr5+y4/16ENGM9uDCHTp06yd/fXw0aNFDdunUlyVmEHDlypEv3obsSSUlJKl++vJo1a6ZGjRrpzTff1GuvvVaqRci//vpLnp6e6tmzp3NaaGioAgICdO7cuVLJITs7W97e3goICNCcOXNks9n06KOPqmzZspo3b56+/vprhYaGqkWLFqZ8H76+vv+vvfOOiupa2/gzwwxlqAEpIljAAjawowaiYi+IaBDFFksSk1iiQUUURAUkRo1dY68UFRDFLlgRBE3snSpSBQSkDnO+P/jOvjMU25wBcu/+rXXXNSPy7jln12e/Bebm5kRc0tHRwZkzZ+pVhGT7uoWFBYqLi2FjY4PKykps3boVsbGxEAqFWLZsmcLsV1RUoLi4GFZWVjLfU19fn1Q0VuRmViAQoFWrVjAyMoKFhQWMjY2xZ88eGRGyPjb2xcXFeP36NQllYt+7k5MTysvLsWvXLpiZmSksYbiGhgbs7e1x/fp1REdH4/Lly5BIJPjmm29QWlqKhw8fwtvbGytXrlTI5k0gEKBLly7Iyckh+XkiIiJkREhFvwOJRNKga6RAIED79u2hr68PKysrNGvWDAzDyBzwAMUJscXFxRCJRBg5ciRKS0tx8+ZNnD17Fs2bN8fPP/8MTU1NCIVCbNy4EQcOHECnTp04vZx5/fo17t+/j+HDh2P48OFE3JswYQICAgKwYsUKeHl5QUdHR2H7JOmiO82bNyd5lk+fPo3z589jwoQJMDIywrVr17Bp0yb8/vvvnPeLkpISmdQTqqqq2LFjByQSCaZOnQodHR3s27cPhw8fJoVNFLFO8Hi8Bjs7AP+ZA4uKipCVlYWCggLs3LkTZWVlGD16NHJyckiRD5FIpJCCFkpKSmjdujW0tLTQtm1bmJmZgWGYehEhCwoKwOfzYWpqCkdHRxImOGfOHCJCOjg4yJyfFLVXMDMzw+jRo2FsbAxjY2MwDIPg4GAAwODBg2FkZARAMXMTwzB4/vw5DA0NYW9vT0Suzp07o3nz5sjLy+PUXm0IBAL06NEDGRkZsLGxgaGhIQ4cOEDWh65duyr07ABU7VebNWsGKysrWFlZYe3atQgLCwMAIkJKo4h3IRAI0KFDhwZbowCQCMZBgwahSZMmEAgE5Dl8jggpj30tLS2SIkYikUAgEKBXr1548OAB+ay6JzYXsGdINmKN/f+ZM2di165d8PLykvGE5PF4EIvFEAqFnNiXboOZmRl0dXVhYmKCadOmAUCDipBNmzbFtGnTsHfvXly/fh3jx4+HlZWVTHqAwMBAXL16FWvXroW6unq9RXl9jPpN9lSPqKqqYtSoUSRPwtSpU2FhYYHbt2/j3LlzKC4uJp2U7bBcwOYQKiwsBAA0b96clD7n8/nw9/eHiooKtm3bhhcvXqC8vByhoaE4e/YsJ/al4fP5MDc3R9++fQEAWlpaWLRoESoqKhAaGop79+4BqOqg9+/fJ/9GXhISEvDnn38iJycHAGTER0tLS4waNQoikQinT5/GnTt3AFRVZLp79y7nA0NDQwPffPMNevXqBaDq9t7Ozg7nz5/HlStXUFBQAKBKqCwqKuLUdmlpKQBAU1MTdnZ29d6GjIwMBAUFoaSkBIaGhiRXhUgkwowZM6Cnp4dr164hMjKSjIHY2FgA3IUOpKSk4Pjx4+Q7sgu1kpIS7OzsMHDgQKSnp2Pr1q2orKwEn8/HhQsXOH0Oubm5ePfuHZo3b44BAwbA2toaAoEA8+fPh7m5OdauXYsXL16Qn5dOHs4Vb9++RUFBATp37oy+ffuSghVisRjKysrQ1tYm/UUR5OTkICkpCUDVmNDU1MTu3buRkZEBOzs7tGjRAhoaGpgyZQo6d+6MY8eOAeA2hEQsFpM/DxkyBP369QMA9OjRA8OGDQPDMNi8eTNJE1BeXo53794pxD77vZo0aULmvr59+6J169bIyspC8+bNSZgbl2mS8/PzkZ+fD01NTcyYMYM8A4lEAqDq3YhEIlIxEajqv1zC2urSpQuZEzQ1NTF9+nR06dIFK1euxMuXL8Hj8VBeXo6nT59yLo6zz7Rt27Zo3749AgICyMFTIpGAYRiMHj0a7du3J/MT1+mq2d/HhjJt3LgRfD4fCxYswMCBAzFy5EhMmTIFxsbGiIqK4rwN7HuwtrYmB/o2bdpg+PDhMDExwf79+/Hw4UMAVYJ1amoqZ7alUVdXR79+/ep9fcrNzUVycjIAwNLSknhQNGnSBA4ODrCzs8PWrVuJ+MMWxuNynkxKSsKqVauQkpICABg3bhy6desGExMTuLq6QldXl3jafffddygsLCTzBVf23dzcUFFRAQBEfASqkvVPnDgRmpqa8Pb2xrt378Dn8xESEoJnz55x3oaysjIAIIJWYWEhcnNzsXz5cjg6OsLGxgYLFixAaWkp2bdx2YbNmzcjIyMDWlpaKCsrw9GjR8EwDBwcHNCxY0eYmJhg+fLlJJIG4HZ9Ytd8FRUVjBw5st7PDkDVnu3KlStgmKpiexoaGnj06BGUlJQwdepUdO/eHUOHDsW3336L7OxssqZzRWpqKkJCQgBU9QP2QC0QCDBq1CiMHz8eu3btwqVLlwBUzUt37twhe315ycnJwZIlS5CVlQVlZWUiPrKX+HPnzkVycjLCw8Px8uVLSCQShISEIDo6mhP71dHS0oKlpSWAqvXC3t4e48ePx82bN3HhwgWSmiAiIgKvXr3i1DaPx4Oenh7at2+Ppk2byoTZV1RUcL4vqIt27dqRfUqrVq0wefJklJeX4/z587h79y75uefPnwPgbkwmJCRg79690NTUxPDhw4nwtXDhQhgaGiIsLAy3b98m47ayspLz8Qj8Z522sLCAra0tgPpdo1gMDAwwbdo0IoAOGTIEnTp1QlhYGKKiogCARPVwSU5ODpKTk6GlpQU7OztyhpN+zsXFxTKfcfkeMjMzERwcjNevXwOATNqsJk2a4Pvvv4e5uTm8vLyQlpYGPp+P48ePIyYmhrP92uvXr7F582aUlJSgTZs2Mvk3p02bhsGDB2Pz5s2IiYkBUNUX4+Pj8fbtW07sfwxjY2PMnDkTlpaWePjwIZ48eUKc2oKCgnDq1Cm4ublBQ0Oj0YiPwH+xAAlUCS3sRoHH42HatGkyG4mCggIcPnyYqNfykpKSgmXLlsHR0ZHkbGERCARkYmBFyJ07d+LPP//E8ePHPynx/OfADjzpMBWJRAIdHR0sWrQIYrEYoaGhuHv3Lnbv3o2dO3dycthnBVhjY+M6K11ZWFgQETIiIgK+vr64ePEiZ9XB3r9/j6ysLLI509bWlpmYXVxcYGtrSw5Yb9++RUBAAP766y+IxWJOJq38/HysXr0a169fB1Dl5VafbUhJSYGbmxvCw8Px/v17mUlHIpEQAURPTw9Xr17FpUuXsHv3bmzcuJGzjQ17sBEIBNDS0pL5O4lEAmVlZdjZ2WHQoEFIT0/Hli1bsHv3buzZs4czwePdu3dwc3NDYmIiAJANLWt/wYIFRIRkN7QnTpzApUuXyMaDizYsWrQICQkJUFNTw8iRI0kb2PHJ4/FkvnNUVBRps7wkJiZi4cKFMnm8nJ2dwefzcf36dfI9WYHO0tISqqqqnIotGRkZOHjwIB49eiTzXNmNSq9evTBkyBAAwJYtW5CVlYWDBw/C399fRjjkwr60t522tjb57x07diAzMxPffvst4uPjibcHVwv2+/fvsX37duzevRu5ublkfqzuMcBWFwSAo0eP4siRI0QckIfy8nJIJBLyu9j3wN5Ua2trY9q0aejSpQtWrVqF58+f4/Dhw9i+fTtnY6G4uBhFRUXEe0NJSQk2NjbIycnBmTNn8P79e/Is2ErAOTk54PP5nL0Htg3S89zUqVOJEKmpqUn6hLGxMZSUlJCXl8dZGyoqKsAwTI1xwP5327ZtSaXK/fv34/79+zh8+DC8vb1l+gaXaGlp1ev6JBaL4efnhz179pB5jhWfgarD1qhRo8gBLyYmBgEBAVi7di0R6+SFrXZtZWVFciUBVXPj2LFjSRVl9p3n5ORAX1+feD3JC7tfHDVqFEaPHi3zd9IC/aRJk6ClpYVVq1Zh+/btCAoK4qyC5ofaoKmpCRcXF5l8pJmZmWjatCmaNWvGiX2g6j24u7vDxMQERkZGEAgEmDx5Mp49e0bEOOA/61P37t05Hwf5+fmYM2cOHj9+DD6fDzU1tXo9O7CEhoYiMDAQPB4PBgYG6Ny5M/bs2YO4uDiZNaB9+/YwMjIiTgRckJSUhCVLltQQkNhxoaysjBEjRhAR8sKFCzhy5Ai2bNnCWWoAtup69erhbHRM69atMW/ePCJC/vHHHwgLC6vXSq4DBgzA+PHjER0djfPnz2Pjxo0IDg6Gmpoa57batGlDomWk1wu2GjXLlStXOL0YkUba05dhGJibm2PSpElEhIyPj8f+/fuxZs0akmNOXpKSkrBs2TLweDwIhUI0adJExpHHzc1NRoQsLi5GUFAQjhw5IrdtFna+kb50Y+cEoH7WqJycHERHRxOBjy0WyTAMTExMMHToUHTq1AknT54kIuS+fftw+fJlTuyzZ4f09HQIBAKyFkgLjJWVleT7st52mzZt4sQ+UBVRGhERgcuXLyMjI4N8zo4HPT09/PDDDzA3N8fKlSuJptKqVSu592tsX75x4wZKS0trjHH290+dOpWIkNHR0dizZw/27NlTr2KfkZERpk+fDoZhEBISgsTERJw8eRLh4eFYtWqVQjzl5eW/NgRbGunQzmnTpmH//v0kcWpGRga8vb3ltvH69Wt4e3vD0tISzs7Otf6MdJ671atXY+rUqcjLy4Ofnx8nC2hmZiays7NhYmIiI+ax353P56OyshI6Ojpwc3PDunXr8Oeff4JhGHh7e8sdUsMuGiNHjpQpB8+6Lku7iFtYWEAikWDdunWQSCT4/fff0aJFC7nsA1VJco8cOQIVFRXo6+ujZcuWMt+f/fOECRPA4/Fw4cIF3LhxA2lpaVi9enWdeYU+l8LCQujp6eHkyZMQCoXkJrk+2pCUlAQPDw9YWVkhPT29hnjBtkFTUxMzZ87Enj17cPDgQSgpKcHHx4eTvHdsXxgzZgzGjRtHPq/+LpSVlWFrawuJREJyvq1Zs4az/DqsoFE9hJPdZAuFQixcuBDr16/HH3/8AXNzc8THx+OPP/7g7Cb3Q22QDqljQ0mCgoIQEhKCDRs2yG07KSkJXl5eGDx4MPFwAkBuUI8fP46IiAhSEAeomstEIpHMuJWH5ORk+Pv7w9zcHNnZ2ejQoQP5O+lnYGNjAx6Ph/Pnz5OKq8uWLZN7PFS3z34f1kNcXV0dixYtQl5eHjw8PNCyZUvo6OggICAAzs7OnIUaqqurw9LSEv/88w8CAwMxceLEGpcuDMOQ8RoYGIiTJ0/Cx8enxoHjc0lLS0NQUBDy8vIgEAgwZcoUtGrVqkaYjI6ODqkCvXz5cqiqqmL58uWcCB6pqanYs2cPCgsLiUfN119/jSFDhiArKwv//PMPysvL4eTkRBJkKysrQ1VVlXhHy9sXq7fBwcEBffv2BY/Hw6BBg2TCVlhRUEtLi6xN8oYVpaWlITQ0FJmZmTA1NYWdnR0sLCxqhC21a9cOPB4PZ8+ehY+PD0QiETw8PDg55GZlZSEuLg6ZmZno3bs3zMzMSP+SLgimyDVSIBBg3rx58Pf3R2BgIFxcXNCqVSuZ+YA94PF4PGzYsIE8Ay76ovRexcXFBUDVfJCbmwtdXV1YWFjU+DexsbEQiUScrI/sftHa2poUe2EYRqZwBNsX2rZti/Hjx8PPzw+5ubnw9/fnRAD8WBsA1AhhYy9UuVqfX79+jeXLl2P8+PEk7yRQJbwMGDAAp06dQlRUFDp27Ej63du3b0kxCq5SF0kkEpibm2PNmjWk6jJ7Qajos4M0o0ePxv3793HmzBkMHz4cEyZMQFlZGS5fvowHDx6gadOmJDxeRUWlhlD3pbCOAyNGjJB5D4CsRxvrHQoAe/bsgUgkwrJly/DVV19x0o6CggJyQVMddm4wNzfHL7/8guXLl0MkEmH16tWcnJ/Y9/yhgojs3w0YMAAMw+Cvv/6CmpoavL29OXkX7969Q3Z2NtLS0iASiWBlZUXGoHTbRCIRVFVVAVRdUp49exb+/v5y2/8Q0t5trAh55MgRbN26FRKJBF5eXpwUtkhNTcXy5cvh5OQkc3YAZM/ybm5uWLt2LcLDw3Hx4kW8fPkSPj4+ctsHqoq9hIeHIzExEQUFBWjVqhW6desGe3t7CAQCsjdW5BqVkpKCjRs3QltbGxoaGujcuTP5O/ZdNGvWDEOHDgUAnDp1CleuXMHTp0/h5+cnt33ps0P10GLp8aGhoUH66NGjR3HmzBlO5kX2Pffp0wdisRhHjx6FRCLBsGHDYGRkJDMedHV1MWPGDLi7u+PBgwfw9/fnJGUO+5yrO/HUxtSpUwEAGzduhKqqKjw9PRWWQ74umjZtiu+++w4HDhyAr68vioqK4OPj0yjFR+C/xAMyLy/vozei0rfrkyZNwvv375GTk4PVq1fL/XKSkpKwePFiaGho4Pnz57h27VqdIZxKSkooLy/HgQMHwOfzsXLlSk5KoRcVFcHT0xNBQUFYtWoVrl+/jvT0dACQOdywBwwdHR00bdoUAoEAvr6+cj+DlJQUrFixAiNGjJARH4ODg3H48GHy7NmNdWVlJW7fvo2Kigp4e3tzIj6mpKTAy8sLRkZGGDJkCCZOnAig6sDF2mY3EUCVl4eKigpycnLg6+uLVq1ayd0GFlNTU4wZMwatW7dGUFAQcdFXdBvYg5WjoyPmz5+P/Px84rouDTseNDQ0oKKiAqFQiNWrV3PyDNgNhIODAzncAcC5c+cQHx9PNpfSwltiYiIEAgFWrlzJ6XsoLS2FkpIS2azVhkAgwJw5c0j4hL+/P6c36h9qg/S40NDQwKlTp3D69Gn4+fnJvaFNTk7GsmXLMHz4cJLAHAAJr7W1tYWrqytKSkqwZMkSrFu3Dn/88QeuXr2KCRMmQCgUyn24S09Ph4+PD/r27Ys5c+aQUB5p2IsRAOjWrRs5BK9evVru3Jwfs19eXo6KigpUVFRg6dKlZC5mQ3K5EB8TEhJI3ihHR0f06tUL6enpOHr0KPLz82W+P4/Hg76+Po4dO4ZTp07Bz8/vg5XaPwX2QkJLSwvm5uYoLS2Fj48PsrKyan2/6urqUFJSgrq6Onx8fOS2z7Zh6dKlMDMzw7Bhw2BmZoaIiAgS3jt58mR07doVT548gbu7O/bt24f169cjJiYGw4cPh5KSktx9sbY2nD59mng48Pl8GU+eyspKnDhxAs+fP6817OhL7LMhpM2aNcODBw9w6NAhGc9kdn0EqrzfysrKIBKJsHLlSk7eA1vx+/bt27h37x58fHxILmB2LpLeKylqjZRIJDAxMYG7uztSU1MRGBhYpydkQUEBRCIRVq1axckzSEtLg4eHB5ycnMgeAQDCw8MRGhpaI3zu8ePHOHjwIM6dO4dZs2ZxclHr7u4OdXV1PHv2DH///Xet/Ur6s+joaEgkEnh7e3OyX/zcNiQlJeHw4cM4d+4cfvzxR06iVVJSUuDp6QklJSUMGDAAAMg8qK2tjUGDBsHJyQmxsbHw9vbGvn37sH37dsTFxcHBwYFTr2j2ANujRw94e3vj+fPnMgdcRZ0dqqOjo4PmzZvj8ePHAKouYMaOHQtbW1sEBQWRS6kDBw7g3r176N27t9w2pb1gpcfDjRs3ag21FwgEyMjIIGOyrkIon4q0h1lxcTEqKyvr9KJjU7PcuHEDampqWLVqFSfjgQ39Zr3t6/L4Z/esYrEYqampRADlYl5kq13v2bMHf/31F/7880/8+uuviIqKIs+I7e8lJSVkfTpz5gxWrFgh937xzZs3JIT0Q7DPwNzcnAiOXHlYpaamYsWKFTA1NSVCd/W+IP1+5s+fj7y8PKSmpsLHx4eTvpCSkgIPDw8AVfvRUaNGIT09HQEBAdi+fTuA/wihgGLWqNevX8PLywtdunTB7NmzZcRHFtZ+s2bNMGjQIFRUVCAlJQW///673O+irrNDQkIC8caUboeKigoCAwMRERGBlStXyj0nZGVlITIykqQ1sLOzw8SJExEbG4uzZ88ST0i2L0okEoSHh6O4uBgrVqzgpB9Ih7JXVFSQ81tdc5NYLEZ5eTlEIhF8fHzkfgZfStOmTTFlyhS0adOGk76gUJh/OeXl5cycOXOY1atXM+/fv/+kn9++fTvj6urKJCcny20/OTmZGT9+PBMUFMQwDMPs2rWLmThxInP16lWmrKys1n/z9u1bxs/Pj3nx4oXc9lkKCgqYBQsWMAEBAUxMTAyzZMkSxsvLi9m/fz+Tk5PDVFRUMAzDMBKJhGEYhgkNDWWcnZ2ZxMREuW1XVlYyS5cuZZydnZmMjAzyeWhoKDNt2jTmzp07Nf5Neno6M3fuXObVq1dy22cYhsnOzmZ++eUXZt++fTKfh4eHM87OzszFixfJZxKJhKmoqGB27tzJODs7c9IPpKmsrCTPOS8vj1myZAnz888/MzExMQptQ0JCAjNp0iTm6NGjDMMwzPv375nZs2czUVFRdf6b06dPc9YPGIZhioqKmFmzZjFLliyRGY9sf3v06FGNfxMbG8t8//33nPWFwsJCJj8/n2EYhnnx4gUzdepUJi8vj7yT6ojFYuavv/5iXFxcmJSUlAZpg7+/PzN58mRm0qRJzMuXL+W2n56ezkyePJnZuXOnzOfHjh1jZs2axWRlZTEMU9VX3717xxw5coTZsWMHs3//fiY1NVVu+wxT1cf379/PrFu3jqmsrCSfFxYWMikpKcy9e/dkbFVUVDBBQUGMq6srJ/3xY/b//vtvJj8/nykrK2Oys7PltlcbSUlJjLOzM3PgwAGZzyMiIphly5YxW7duZfLy8sjnt2/fZpydnZnp06dzMh5SU1OZiRMnMidOnCCfnT59mhk/fjwTGxtLPmOfj1gsZi5dusRMnDiRs/GYkpLCTJo0iayRDMMwd+7cYZYvX86kpaUxjx8/Jp8/efKE2b9/P+Pr68ts27aNs7n5Y2149uyZTB+5f/8+s2XLFmb69OlMQkICZ/aPHTtGPjt27Bjj7OzMPHnyhGGY/6zNEomEqaysZEJDQ5lJkyZxNjcnJiYykyZNYgICApiSkhKmpKSE8fDwYH766SempKSEYRhG5hkoao0Ui8UyttLS0pjZs2czvr6+MnYqKyuZixcvMtOmTeOsL5aVlTHr169npk+fLrMWsc/6/v37Mj//7t075uDBg8yCBQuYpKQkue2/ePGCmTx5MhMYGMjk5eUxO3bsYKZNm8bcvXuXYRim1vXh2bNnjLu7O2fP4HPbkJGRwRw5coT57bffOHkGDFPVF11dXZk1a9Ywvr6+jKenJ5OZmckwjGwfLCsrY169esWsXbuWWbNmDbNx40aF7NdYcnJymE2bNjETJ05knj17JvP3XJ8dqttn///+/fuMs7NzjX1zeHg4s3r1asbNzY3x8/PjZF7Iz89n5s6dy7i7u8t8fuLECWby5Mm17kWio6OZGTNmcNIf8/PzmdWrV5N5+e7du8yvv/4q80zY+YJhqvpmZmYmM2fOHOb58+dy22f7emZmJvPbb78xc+bMYXJycojtunjy5AkzceJEzs5wqampzNSpU5nDhw8zb968YQoLC5nHjx8zvr6+zIQJE5iTJ0+SOVoikTCrVq1iZs2axbi6unKyX2SY/6xHN27c+OjPSiQS5vDhw5yeHdg5YfHixcwvv/zCnDhxgsnNza3z58vKypidO3cyrq6unO3bc3Nzmfnz55MzFMu7d++YnTt3MtOnT5fZyylijSopKWFWrVpV4yzLMFV715KSEjImxGIxIxaLmYMHDzITJ07kZF762Nmh+l757NmzjLOzMzNlyhROnkFycjIzd+5cZu3atczdu3dl1qOrV68yP/zwA7N3714mPT2dfJ6SksL4+/tz9g7S09OZI0eOkOe5ceNGZteuXeTv2T0a2zaxWMzcvHmT032zvLCaT2PmXx+CLRQK8dNPP2HdunXYsWMHfvzxRxKiUNfPKykpwcvLS67Kmsz/e/GdO3cO48aNI67iM2fOBADs3LkTQFVVpOpVur766issWLCgxufytEVTUxPjx49HWFgYRo8ejebNmyM7OxuBgYG4e/cuzM3NMXbsWBgYGEAoFKJv377o2bMnJ2EDrDu8h4cHtm3bhoULFyIyMhLh4eGYP38+KQfPUllZCSMjI/j7+3/QM+1TYP4/TCkuLg5GRkZwcHAgf3f69GkEBwejV69eJDfIwIEDwePxoKSkBH19ffj4+HBSYTUnJwdv3rxBx44dyQ0dj8fDjRs38ObNG7Rr1w6BgYFgGIaEmvL5fM7akJubC19fXwwZMoR4oIpEIhgYGCA7OxsASPi/NCNGjEDXrl1Jvit5UVdXh729PW7cuIFz587ByckJp06dQnh4ODw8PGSS7LP07NkTrVu35sRdvaioCN7e3ujWrRscHBwgEAjI/6pXTGT/nJeXh/fv33MWyvM5bWDfCZub748//uCkDampqeQ2LiMjA0ZGRggLC8O5c+fw888/Q19fn3gaamlpyXg+cEVlZSXS09NJuAQAxMXF4datW7hz5w7EYjFMTEwwevRo9OnTBwKBANra2vD19eVkTH6KfWNjY4wdO1Yh1eukvZGlvcIBYPjw4QCAW7du4ejRoyQcu2nTptDR0YGHh4fcz6C4uBg7d+6Ejo4Oya8JVIW5MQyDpKQkGBoaQk1NjeSjVFJSQtOmTbF+/XpOwizfv3+PVatWwcTEBCNGjCCfv3jxAomJifD390dWVha6dOmCGTNmwMLCgoS/MnKGO39uG7p164YpU6bAwMAApaWlpPiHvKE80vbZfF4ASKh9WloatLW1IRKJSL5ithKvn58fJ6FE+fn5cHd3h729PVxcXMiz1dDQQFpaGkpLS8neiEUgEKBJkyacrE/Z2dnYsWMH3NzcSEg9O+8ZGxtj2bJl8Pb2xrFjxzB//nxShKlly5bw8/PjLO+isrIy+vfvT7yHVFVV8fTpU4SHh+O3336rkYtbS0sLTk5OGDVqFCdef8HBwfj6668xfvx4ACB5Fzdt2oS5c+eiS5cuNfp927ZtsXTpUk7CG7+kDXp6ehg4cCCGDx/OyTNITU3F4sWLMW7cOHz77beIi4vD2bNnsXXrVvz8888wMDAga6SysjLMzMzw22+/Aah9D/Ml5ObmIiUlBdbW1jKejnp6emQt9PHxgZeXF/EgEQqFEAgEcp8dpNugpaUlkweazXNobW2NmJgYdOrUiYyFUaNGYdCgQcT7iovzQ2VlJdq0aYPs7GycOnUKo0aNwqlTpxAREYGFCxfW6sVjYmICf39/6OnpyW1fLBZDS0sL9+/fh5aWFtTU1KCnp0eK81UPhS4sLISBgQHWrl0rd1oSoGoOVlVVRZMmTbBw4UJs374dnp6eWLlyJfT09GqEY7P57iwsLLBjxw5OQm3Ly8tx/PhxfP3113B1dSU2LS0tYWlpiT/++AMhISFo164d2rVrh8rKSigrK0MikXC2VwKqCnCVlpZiy5YtYBiGFAWrDjs32Nvbw9bWlhP77JwwduxYODs74/jx47h48SKAqpybdc07paWl8PLy4ixi6fXr11BXV8egQYPIe2D76Pjx4/Hu3TvExcWhX79+pMAs12tURUUFCgsL0aVLF/LZw4cPce/ePURGRkJPTw+WlpaYMGECVFVV8fbtWyQnJ2P16tWcvIu0tLQPnh3YPJQsJiYmaNWqFX7++We530NaWhq8vLwwaNAgDB06tMaZ0M7ODhKJBIGBgQBAwrFNTU0xZ84czvKwJiQkICIiAuXl5Rg9ejTEYrGMrlQ99YeSkhLatWuHjRs31ng+DQVX6eQUCY9hOC4t2UC8ePECfn5+6NixY60ipFgsxq1bt0gVK64oKCggBTakN0e7d+9GVFQUfvjhh1pFSEWQkZGBPXv2YPDgwaRK06ZNm/D8+XMYGhoiISEBrVq1wtChQ0lIGZfk5+dj8eLFJIRi7ty5sLKyklnEL168CDU1NVKZm6sQmvXr1+P9+/dYvnw5gKqNSnBwMPr06QMTExOcO3cOp0+fhqurKwYPHsyJTRaJRAJ/f39kZ2dj0qRJ6NKlC3g8HkJCQnD69Gn89ttv0NbWxqlTp/Ds2TO4uLjI5OPjgqysLKSkpKB79+4A/rNJ8PX1hba2Nn7++WeZ93Djxg0YGBigbdu2cttmbbF5UYCqQ87Vq1dhbGyMly9fws3NDe3bt5c52Ny6dQsGBgacu6ofOXIE0dHRsLe3h5aWFi5evIhVq1bJCMNsG/Lz89GkSROUl5dzOkY/tQ0SiQTFxcUk71FdhZs+lfz8fLJZu379Oo4cOYJvvvkGYrEYV65cwbx582qEc6SnpxMBmgvRR7oNhw4dQmRkJGbPno3Hjx8jJiYG1tbW6NmzJ/T19XHo0CGoq6vjhx9+kPsyQh77s2fP5vT9Z2RkYOHChRg1apSM4HPt2jXo6uqSZN5nz55FdHQ0mjVrhnHjxnHeF8PDw3H37l0YGBjgp59+wpkzZxAQEICuXbtCKBQiPT0dr1+/Rv/+/aGhoVEj5xIXBAYG4ubNm+jfvz+5kDh+/Dhmz54NY2NjvH37FuvWrcPw4cMVIoR/aRu4fA/S9seMGYOIiAgEBATAzMwMJiYmiIuLg7a2Njp16kRCqrgkIyMDW7duRUFBAby8vKCrq4uwsDAEBARAS0sLHTp0wLNnz9C/f3+0adMGbdq04UzwAoAnT55g27Zt0NLSgqenJ1RUVGRESD6fT0Lkf/zxR9jZ2XFmG6i6IIyNjSUC9P3793H27Fm8efMGOTk58PLyInn/2DUyJCQEurq6taaN+Fyys7Px5MkT8r2k94oZGRk4efIkYmJiMG/ePFhbW5P5oq58dPXVBoC7PRrL06dP8eTJE4wZM4Z8FhcXh3PnzkEsFtcQIaXXJC7WJ7FYjA0bNuDdu3cYM2YMunXrBkC2GFhmZiYOHTqEd+/eYcmSJVBXV5fLZnXev38Pb29vZGdnk0tg6VC58PBwhISE4I8//kCTJk3Iu+LqUqagoAA8Hg+amprIyclBWFgYkpOToaqqioSEBCxcuLDGZXF8fDzZXyrCfnp6OgoKCpCSkoLWrVujvLycpCfh8/moqKiApqYmli5dysle4d27d1iwYAFmzJiBPn36QCKRICsrC9u3b0dOTk4NEVIsFmPHjh1ITEzE2rVrOcs/Wl5eDnd3dyK6sLB2S0tL4e7uDgMDA7i7uwOomr/09fXldhwoLCxEXl4eysvLSejwwYMHcfbsWfz88881REixWIwjR47A0tKS0zNkaGgoyQvNcvz4cVy+fBmDBg2qU4Tkcn4EqsZdWFgYdu/eLfN7WTuvX7/G4sWLMWvWLE7WhdooKirCvHnzYG9vj4kTJyI8PFxm3/j27Vs8fvwYI0eOxDfffAOAm72K9LO8du0ajh49+tGzQ05ODnR1dVFUVFSj0OjnUl5eji1btkBbWxszZswgn4vFYrx79w4lJSXkMjYqKooU73V0dORM/JV+BtevX8fhw4fRv39/3L9/H0pKSujSpQuKi4tl6hgUFhbC2NhYpu9SPo3GL5F+AOkNSps2beDu7g4/P78anpBisRj79+/HxYsXYWlpKbdCnZaWhitXrsDe3h76+vrkc3aREggEMp6QfD4fPXv2VJgIyT4HIyMjmJiYIDAwED169MC2bdvw6NEjuLu7o2XLlrh27RoePnzIiUdFTk4Onj9/jvz8fAwcOBDKysrQ0dHB2rVr4enpCYZhYGhoKJPUnC2usX79es42tex3Ly8vl0mYrqmpCVdXV7JRGTRoEB4/foy7d+9i4MCBnC5afD4fP/30E9avX4/Q0FBoaWnhwYMHiIiIwJw5c8hGbujQoeDz+WRxY0VieSgoKEB2djaEQqHM5lAikUBJSYksDmw7garD8Llz57BmzRq57UtTXl5OBEhnZ2coKSkhJCQEffv2JTdz7HsPCAjAhQsXOEmcXV0AdXV1hVAoRFRUFIyMjJCUlIT58+eTm2OxWEw29CKRCCtWrJD7JrsxtCEpKQlr167F999/DysrK9ja2oJhGBw6dAhFRUX44YcfyAaCbW9wcDBevXqF+fPnk8qfXLSBtTV48GC8ffsWBw4cgJKSEqZOnYp27dqRm01TU1M8fPiQsyqaX2qfy0O2RCJBZGQk1NTUyDvl8Xg4ceIEzp49iyVLlpCfHTZsGHg8Hi5evIiwsDB89913ct9cJiQkID4+Hs7OznBwcIBQKMStW7ewePFiZGRkYMWKFTAzMwOPx0NBQQHu3buHuLg4xMbGol+/fpzf4Lq4uEAgEODy5ct48uQJXr58icWLF5N5sXnz5ujQoQOSk5M5P1B8SRvYccnlel3d/qtXr7B8+XK0adMGSkpKGDRoEDIzMxESEoKHDx+iS5cunLyH4uJiiEQiGBoa4pdffsG2bduwYsUK9OrVC1euXIGbmxtat24NiUSC6OhoPHnyBCdOnECnTp2wYMGCD0aTfI79Nm3a4Mcff8ShQ4ewYsUKeHl5QVVVVWYP17JlS7Ru3ZrkruYKiUSC8+fPk5zTjo6O6Ny5M3g8Hk6fPg1VVVVSxZPte8HBwQgLC4Ovry8n9i9cuICYmBjk5eVh9OjRMgUJjYyMiBfixo0bZQRArsaCPG3gGmkvZ/b9s3uhc+fO1eoJycLFPC0QCODk5ITAwECcP38eDMOge/fuMp6QhoaG6Nu3Lw4ePIiioiLOBUihUIhffvkFkZGRiI+PR3h4OAYNGgRLS0t0794dDg4OiIuLw/Hjx/H999+T9ZGL75+RkYHVq1ejc+fOcHZ2RpMmTTB69GicPHkSsbGx6NGjB5kX2ecRHByMkydPcuLhU5t9BwcHhIeHIz09Hbq6urCxsSEe4srKyigrKwOfz0evXr04u6jk8Xjo3r07tmzZAoFAgJ49e8LAwACzZ88mnpCrVq2Crq4uysvLcfjwYcTFxWHZsmVyj0vpC4a8vDzk5+eT3LLsHpLtj6qqqujUqROeP3+OsrIyqKio1JoT8HNJSUnBzp078fbtW5SVlcHCwgKLFi3ClClTAABbt24FACJCisViHDp0COfOnSPCl7wUFhaiuLgYbdq0IZeyrJjGXoZ+yBOS672ChoYGJBIJ0tLSYGpqSt4Ta6dJkybQ0dEhuasVgYaGBlxcXLBnzx7cvHkT7969w8SJE9G5c2eYmJhAIpHg119/RWJiInkP8u5VsrKycP/+fbRq1Qrm5ubkkupjZ4eXL19iwYIFcouPQNW7zM/Pl7n4+Oeff/DPP/8gKioKmpqa0NfXh6enJ4liOHPmDGfzQfVnYGtri8rKSgQEBKCgoIDU+MjLyyOFoMrLy0lhHMrn868TINPS0nD16lXY29uThZBN3F6bCKmsrIyDBw/i2rVr8PPzk3vxFIvF2LJlCxISEhAbG4uuXbuibdu26NOnD3g8HgQCASoqKiAUCjFz5kzw+Xxs3rwZ8+bNQ58+fbh4BLWKf+yiNWbMGLx58wZz585FWVkZ3NzcSEJWOzs7EuooD8nJyVi7di00NDSQmZmJixcvwt/fH8rKytDS0oK3tzcWLVqE7du3Y9asWTAxMUFwcDApqsBFBUcWdmHo3LkzAgICEBMTQ8IphUKhTKiZtrY2WrZsydmixYp/lZWVaNu2LX777Tf8/vvvWLduHYqLi/Hrr7/C2tqabOJatmyJgQMHQiAQcBIy8Pr1a+zcuROqqqpQUVHBggULyHdjN6yGhoZISkqS2UiePn0a3t7enNwaZWVl4fr167h37x7evn2Ldu3awdraGnZ2dhg7diwRYy5cuEA2EEFBQYiIiIC3t7fcHn/SVBdA+Xw+QkNDSZuMjIwgEAhQVlYGiUQCkUiEZs2acRJG09BtYAuNjBgxAlZWVqTf29nZQSgUYt++fUhJScGbN29gbGxMNhAnTpyAn58fJ6EL0m1gNyuGhoaYP38+cnJyIBKJZAQNhmFQXFyMli1bcnKwamj7LHw+H0OHDkV5eTmio6MhFApRUlJCvApYTwN2TA4dOhQCgQCdO3eWW4hNTk6Gu7u7TKixtMjZunVrGBoaku+roaEBW1tb9OzZEwzDcLKZy83NxePHj1FWVoZOnTrBwMAA48aNg5KSEo4fPy5zIcHC4/FgZGTE2XuQpw1crA+fYt/ExIS8bzMzM5iZmZGIAS68DwsLCzF//ny4uLhg0KBBMDQ0xE8//YS9e/ciPDwcc+bMkbm0GjlyJIYOHYrMzExyMcKlfQsLC0yaNAmHDx+Gt7d3DRGyoqICKioqnFXUZeHz+Rg2bBgqKioQFxcHhmEwZswYEm595swZnDhxAmKxGFZWVkRsWb16NSfJ7KXt3759GwzDwNHRsVYBkM/nw8/PDx4eHpyIDI2lDTk5Obh9+zZJPcG+c2kPR2kRcseOHfjhhx84q7YtDfP/BTRcXV1x8OBBXLhwAQCICMnupQ0NDSESiRQiwiorK6N58+aYNm0a0tPT8ejRI0RERCA6Ohpnz57FiBEjYGpqirdv33LiXcQikUhw9epVZGdnkwsPJycn6OvrE4/UxMREhIeHk0I/gYGBOHXqFFatWiX3+aku+wYGBqT6NuuJqWiPIjb1jKqqKtatW4eFCxeiZ8+eMDQ0JCLk8uXL4eXlhQsXLiAyMhIrV67kpKgDG/rNpmEyNDTE+fPn0atXL5lKz+x6KBKJahRJkwe2IJq9vT3GjRuHFy9e4OLFi9iyZQvmzJmDKVOmQElJiYiQvXv3xsGDBxEZGYk1a9ZwVuxlx44dePv2LcrLy2FpaQk3NzeZ86y0CMnn82FnZ6fQysKdO3cmF1YzZ86UKRjK5/NRXFwMLS0tTs+wbOXzsrIydOjQAQBga2uLdu3aISMjA+bm5iTdgUQiQXl5OZo2bcqZ119KSgrWrVsHU1NT6OnpyZwdlJWVsXfv3g+eHbgSAMvLy1FYWIjk5GSkpaXh9u3buHr1KkxNTTF+/HioqqoiLCwMBw4cwLRp0zBw4ED06dNH7n0KUPcz6NevH9TU1LBnzx50794do0ePrrEmKerS/H+Bf5UAKS3+xcTE1BD/ABAR0tfXFzt37oS6ujquXbvG2cIhEAjQu3dvcoB5+vQp/vrrL8TFxaFdu3YYPHiwjCfe9OnTIRAIOKnyDHxY/AMANTU14oG3adMmsmFgB5S84iOb14w9rJSUlMDb2xt37twhFfm0tbXh7++PxYsX48CBAzAwMMCVK1c4q5RWmwDbtm1b6OvrIzw8HCoqKujSpQtZrCUSCY4fP46XL1/WyMX2pbDin5qaGpSVlTF37lxoampi8eLF2LBhA3Jzc2tUUeTz+TAzM4OpqalMH/kSUlNT4enpicGDB2PQoEHQ1dWtdRJUU1MjlXaPHTuGkydPcvYe2EmbDSO0trZGZGQkHj16hJSUFEyaNAnffvstGIbBxYsXoaysjJycHBKOzEUbPiSAspuXyMhICAQCdOzYkbONfGNqAzsmR4wYQcJHeTweXr9+DRMTE/Tu3RsVFRU4evQoKisr4ejoiMjISJw8eRJ+fn6cvIfa2gBUXRg1a9asxsGlvLwcJ06cQHx8PLy8vDiblxrKfnV0dXXh6OiIkJAQnDlzBpmZmfDw8EDHjh1lDt/snwcOHCi3zQ/lnBw6dCgYhkF0dDQOHjxIck6yh2su8mkBVfPS5s2bYWJiAl1dXdjb25O/GzNmDCorK3H58uUaFxKvXr3ClClTOBEgG7oNX2IfALmQ4AplZWV888032LdvH4RCIfr16wcDAwNMnToVYrEYAQEBsLS0JDnXWK8brg5Xtdm3tLQkIiR7uNfQ0ADDMDhx4gTS09NhbW3NiX1ppMdjfHw8ABARkmEYnD17FmfOnMGlS5fw999/c7Y+1WY/Li4OAGoVAEeMGAGhUKiQPFIN1QZpD1SxWEyELWmRRdoTksfj4dixY9i3bx/c3Nw4rXZd3eN2ypQpRIQUi8WwsbEha0F0dDREIhFnF5TVRVh2zDVt2hRNmzZFly5dkJaWhqCgIBw/fhy5ubnIy8tDbGwsZykZWC/Cc+fOAahKvxIWFgZHR0fo6enB0dERYWFhiI2NhYqKCgoLC4n4yMV4+JB9aU/MK1euoLS0lIiQXIWel5aWysyz2tracHR0BMMwMiIk6wn5119/Yc6cORAIBJw9Azb0e+bMmejduzcYhkG3bt1w5swZHDt2DE5OTuR8wH7nrKwsmJmZcSJ0ZGRkwMPDg6SHAYBOnTohMzOTVDkWiURwdXUFUBXFd/78eaSkpGDlypWcVPyWFkCtrKxqCKDSIuy4cePA5/Nx4sQJCAQCDB8+nJPnUJvwp6WlBQcHBxw7dgwqKiqYNGmSjK3z58+juLiYk2cAVJ2htmzZgpKSEhQXF8PMzIykGGjevHmNS1I+n4+TJ08iNTUV3333ndz2P5Zz0cbGBqWlpQgMDFTY2YFFJBJhxowZ8PHxwf3791FUVIRJkyahU6dOMDIyImn03r9/T/4NF44TH3sGvXr1QnFxMYKCgiAUCjF06FCZ1Adcpyj5X+JflwMyPDwcfD6fiH9nzpxBly5diPjHThbPnz+Ht7c3xGIx/P39ObmxYXn06BHWrl2L5cuXw9zcHHl5ebh06RLCwsLQokUL9OvXDx06dOD0lgSoW/ybOnUqEf+AqgVm6dKlmDp1Kmeu8uzvlc5rxuLp6Yn27dsjNzcXnTt3RuvWrWFkZIT8/HzMmzcPpaWlnL2D6gKstrY2fv/9dygrKyMmJgb79++HiooK7O3t0b17d6SkpOCff/7BrVu3sGLFCk4WjrrEP3YTX1RUREKLx4wZUyPRubwUFRXh999/R8uWLTF9+nTyeW25kh4+fIhDhw7B3NwcV69e5WwTlZSURJ7BmDFjSIjSmzdvEBISgnv37mHYsGFwcnICAJw4cQLBwcFQVlaGt7c35wKompoamjRpgsjISFRUVMDW1haTJk0CUBX6f+XKFQwZMgS2tracJE9vLG2oK9dgSEgInj17hh9//JF4FF27dg1BQUFECObqPXysDT/99BMJLwKq8h6+evUKDx8+xOLFi+Uekw1t/0Pk5+cjNDQUjx8/hp2dHTlQcX1r+iU5J52dnTn1JmDnRXt7ezg4OBChPT4+HhKJhOSMCg4ORlRUFEaMGMH5hURDt+Fz7Q8ZMkShXh3FxcU4deoUQkJCMGfOHHz99ddgGAaZmZkk1xkbZqiIm/za7FdWVuL58+c4dOgQMjMzSRh6QkICFi1apPDxGBISglevXqF79+7E6+vBgwc4duwY3rx5Aw8PD4W1Qdp+jx49iNeXdD5G6VzK/y1tyM3NRXh4OF68eCFjU7rPSe9fHj58CENDQ5kUR19KXd6XrL2kpCQcPXoUJSUl6NixI8zNzfHgwQNER0dj2bJlnDgPSCQSBAQE4Pbt22RuqK0tLPHx8Xjy5AnxuuMiYoZhGBLWHxQURMJ5//77b1hYWMDR0RE6OjrIyclBeHg4OeyvXr2ak7n5c+3fv38fQ4cOlcmLKA/p6enYsGEDVFVVYW9vDx0dHVIgs6KiggjRCxYsQK9evcAwDNLS0nDq1CkMHz6cMyeSgoICHDlyBNevX8f8+fPRs2dPFBUV4c8//0Rqaip69OgBFxcXqKqqorS0FKdPn8b58+dJITN5YAt4REZGwsnJiYwJoMoTPDIyEp6entDU1CT98fDhwzhz5gx8fX05OcPVdo4Ui8XYvn07EhMT4ePjQ4Ql6fkhPDwcPXr04KRgZl3CH4/HQ1ZWFs6cOYPz58/DwsICnTp1gqqqKpKTkxEbGwsvLy9ORdghQ4agd+/eePz4MQ4fPozRo0dj4sSJNXLwxsfH4+HDh7h27Ro8PT3lfhdfknOR67NDbeTk5KCgoABNmjSRcdaQSCT4888/YWxsTAqoySv+fWneyTFjxijEO/9/jX+VByQAmJubE/HP2dkZgwYNwqVLl3Do0CFcu3YN/fr1Q/v27dG2bVv4+vpCRUWFM1dllg4dOsDe3h4RERHkgJ+WlgYDAwOYmJjg1q1b2LNnD1xdXTFq1CjO8rZUv7XS0dGBgYEBkpOTcffuXVhZWaFt27YwMjJCz549cffuXfTo0YMTr4ra8poBQFhYGJ49ewZdXV1kZ2fjxo0bGDx4ML799lvo6Ohg69ateP/+PSeDtS4BNj4+Hn369IGNjQ3U1dURERGBoKAgHDt2jFSWXbVqFScVwoqKirBr1y7Y2trKeBkxDEMS6mtoaGDRokX4/fffER4eDrFYjB49enB2uMvPz0deXh5cXFxkFujaErVraWkhKSkJb968werVqzlZOKv3RTZEobKyEsbGxhg3bhwKCgoQHR2NHj16wNTUFGPHjoWGhgY6dOjASQ7SugRQGxsbhISE4OrVqxCJRHBycsL48eMhFAo5v0Ft6DbUlWswNDSUVKD/6quvSB+xs7Mj1V9Xr17N2cHqY22QFv+ysrJQWFgIFRUVeHp6wtjY+F9t/2Po6OhgzJgxYBgGMTEx5BaZywuJL805GRISgunTp3N2KbJ7927Y2trC1dWVzD9soRPWw6Bnz55wdnYGj8fDoUOHoKyszJn42NBt+Fz7ivDqYGELN4hEIowfPx4PHz7E5s2bwTAMbG1tYWRkRDx8fv31V2zYsIFTEbQu+xKJBHZ2drCwsICHhwfOnz+P/Px86OnpYcqUKQrf1Ovo6MDJyalWT0jW60+RVSyl7dflhajo6pUN0Ya6vC+l58HKykqEhobW8BqWh495X7KekFOnTkVUVBSuX7+O+Ph46OrqYvny5ZxVGJYOgY+NjYVEIql1HWD/3L17d3Tv3h3jxo2T28unqKgIlZWVMuugvr4+Ll++jOXLl0NTUxPXr1+X8UQcOXIkhEIh7O3t5V4jv9S+QCBA165d5bLNIpFIcOXKFSQnJ0MoFOL9+/coLy+HhoYGzM3N0b9/f/Tv3x+amppYv3493N3dYW1tDWNjY8yaNYvT8VA99PvXX3+FjY0N5s2bhz179iAmJga3bt2Cjo4ONDQ08PbtW3h6enKyb5ZOD3Pz5k2UlpbCyckJBQUFCAoKwujRo2tE6EyaNAmOjo6cpAWR3qtI2xEIBDA3N0dycjIqKiqgqqpKci+yY4IV7eWlLuHv6NGjcHV1JekALCwscOLECVy+fBkikQgtWrTAqlWrOLkMqO08r6+vj7CwMOTm5gKQFdcePnyIyMhIiMVieHt7c9KGz825CIDTs0Nd1LYGi8ViHD9+HM+ePcOECRM48zr80ryTXEUM/a/zrxMgP1X8mzhxIkmqrQjatGmD06dPQyAQYMeOHXj06BE8PT1hamqKjIwM3Lt3Dx06dOBkoHyq+Hfz5k0MHjwY06ZNQ+vWrREQEEDEIXmpK6/Z6dOn4e7ujs6dO4PP52Pv3r2IiorC8OHDoa6uDg0NDU4Wrg8JsCkpKbh79y6sra3RtWtXuLm5ITMzE1lZWTA2NoaGhgZnoW0fE//Y/9fU1ISbmxu8vLxw6dIldO7cmbNcGUlJScjJyYGlpWWtlTJ5PB7Kysrw+vVrtGjRAr1794azszMnYkttGwh2k8BWaTQyMsKYMWOwYsUKpKenk8VyyJAhctsHvkwAdXJygkAgQLdu3RQSxtIQbfjQmJw/fz4JZZS21b9/f9jY2HASuvA5bWAxMDCAs7Mz8X74t9v/FKQP/Hfu3EF5eTkRoLhAnpyTXF6K5ObmkpQLPB4PFy5cQFBQEKZPn464uDhcvnwZQJUA9+2335Lqy1wcrBpDGz7X/rhx4yAUCjmbD6Q9vdjLMB6Ph5MnTyI9PR02NjbYsmULKisr0a9fPxgZGWHmzJk4cOAAysvL68X+1q1bIZFI0K9fP6irqxMP+fpEejzevXsXZWVlcHFxIYVR6tO+9HzAVX63xtqGuoRPtojgoUOHcOnSJaxdu5Yzmx8T/tj9WrNmzTBhwgTyDMRiMefrw6eIsBKJBCEhIdDQ0MDQoUPlbkN6ejp8fX2hrKyMCRMmwNjYGMbGxhgwYACuX7+O48ePY9KkSSgpKcHdu3cRHh6OUaNGwcDAAK6urnLPS/La56o/sv2grKwMmZmZMDIywpAhQ3Djxg08efIEa9asgYaGBgwMDKClpQU/Pz94eXmhffv2nMzNHwr93rBhAxEhf/zxRyQkJODJkycoKSlBixYtOCmcKo10P/z7779RXFyMmzdv4ptvviHzcXWPXC7OcMCXCaBcR4rUJfzl5eWRn9PR0YGNjQ26deuG0tJSCIVCCAQCToTous7zkZGRKCoqQlpaGoKDg0lqHtZxQ1dXF1paWpy9i8/Nudi/f3/07t2bs3Psp3Lt2jW8evUK0dHRWLp0KScesCwNmXeS8i8UIIFPE/+kFW1FYGNjg7Nnz2LChAnQ0dGBh4cHEVqMjIw49br8HPHv8uXLGD58OAYOHIgePXpwNlkBNfOaZWRkYNmyZejYsSOpXGZtbY2///4bYrGYM7ufI8AOGTIELi4uZKPDNZ8q/iUnJ6Nt27ZYtWoViouLOZ209fX1wefzERsbCxsbm1oX6KioKMTHx2PZsmWYPXs2Z5vp6huI8vLyWjf0ZmZm0NTUJIs6Vzl85BFAubpBbQxtYPlQrkHpkLrg4GDk5ubixx9/5HwD8altCAwMREFBAb7//ntOD3cNbf9TYA/fR48exbNnz1BYWMhp8aOGyDkpTUJCArKzs2Uu3bp16wZTU1NYWlrC0tISBw4cQFhYGAwMDNCyZUvOLiQaSxu+xD5Xl6TVKz2zxURCQkKIGN+hQwc0bdoU27dvJx7RxsbGcHNzk/tg9aX22XWBq/XhU5Eejy9evOB8PH6OfUXMB421DbWJkA4ODggICMCVK1fg4+PD2YUEy8eEPx6PB7FYjNDQUGhra8ukcuKazxVh5WkH6/WXn58PkUiEY8eOwdDQkHjg2dra4unTpxCLxRg7dix4PB6uXr0KgUAAFxcXucejvPa5fgc6OjpwcHBAaGgonj59iqZNm5Ic3S9evCCptNgqx1zl6q4r9Purr77C5MmTa4iQ7du3V/j5lY3MCA0NxfXr16Grq0vSOUnvmRTBlwigXPC5wp+ysjJEIpHc+fqrU9d5Pjw8HC4uLmjRogXu3buHly9f4vLly1BWVsaYMWPQr18/TtvxJTkX61t8fPPmDaKioqCurg4vLy/O14aGyjtJqeJfKUDWp/hXG+zkOHr0aOTn58PV1RUtW7ZU6Cb6c8S/iooKAJAJeeAKdgPF4/EgFAqRmJiIjh07kiI49+/fh5aWFqeFNr7E+1JRE+XniH9ubm6ceYBWb4NIJMK1a9dgbm5O8iRJ97+srCzSJ+v7Jp/H4yExMRFfffUV2rRpA4C7RL0NLYA2ljZIIz0mHz9+TMaktPjIFh8CFJM0+VPawCazVwQNbf9T28gWyFHEQb+uZyAtPCrqYG1gYAAlJSXcvn2b5M/S09ODnp4eJBIJmjdvjt69e+Py5cuk6Mp/Wxsa0r60p9ft27ehpqaG0tJSREREYM6cOaSaMTtPbd26FUpKSujbty8nXh1fYl8gEKBPnz4AGiaRu6LHY2O331BtqO59ef36dWRmZnJWKPJjNj9F+FNkf6wvEZbdp5SVlSE7OxsaGhro27cvAgICsGXLFpSVleHhw4ewtLRE//79SYRGXfvaf5v92tDV1YWTkxNCQ0MRFRWFoqIiODk5kX0qG/L9/v17Ts5PnxP6vWHDBixduhRWVlZ15gblkq+++ooIfq9evSIh8Kz3uqLeAdAwAmhjEf6AD18YA//ph7GxsXjx4oXC5sWOHTti8+bNteZc5PP5UFNTI1Whgfpfp42NjTF//nwIhUKFeR029mfw38y/rnY42wlGjx4NIyMjzJgxgwgt9YW0wMAwDBISEmQ+VxTsxsXKygqmpqZITEwEgBrinyKEx+rtGDNmDCwtLRETE4OwsDAAVfkhIiMj8f3333MuurETtrm5Oc6cOYOAgAASYsl6W1pbW0NLS4tT78vqSIt/2dnZ5HPp/sdWrGPfC9fo6upi5syZuHfvHoKCgvD69WsA//G+PHr0KGJjYzFgwACF9Um2L5qbmyMuLo70AXbTEhsbS0LkuUa6L1S3zb4HRQmgjakN0tQ1JkNCQjitfN6Y29DQ9j+1jYoS4NjfX9szYEVIRcHOi1evXkV2drZMX2fnhDdv3kBfX19h3qcN3YaGtl/bGvnrr7+iS5cuqKysBFDlweDg4IDx48dznsfpc+1zlV9PHhQ9Hhu7/YZqA7t/aNq0KcRiMWeFTj7FpvSazRaHUZT35ae05c6dO3Bzc8PFixc5L+7w1VdfwcHBAbq6unjz5g0yMjLg5+eHgQMHkvEv7dHj4ODA6Z6toe3X1SZWdLxz5w5ZI4GqPZpAIODsDMVezAwbNgydOnVC586d4eHhgW7duiE9PR1r1qzB5s2b8erVK2hpacHX1xePHz+ukdpJUVTvh8HBwaTdioZ9D7169QKfzyfvgRVAFUH1NSowMBALFizAmDFj0LVrV3z33Xfw8fHBtGnT0KNHD4XvV9nzvImJCTnPAyBORL169YKrq6tC18omTZrAzMxMRngTi8UIDg7Gs2fP8M0334DH4zWY8Katra3wkOfG/gz+W/nXVcFmyc/Ph6enJ/r06SNTkbm+uXbtGnbt2gUvLy+Sa0vR1FbF8MSJE+SQrcgEsbW1g00cnJycrPBDfl1VZQFg//79ePHiBdzd3TkXQKWJjY3Fpk2b0Lt3bzg6OpJNa1lZGU6cOIGbN2/Cw8NDoQUuJBIJLl++jL1798LQ0BBt27aFsrIycnNz8eLFCyxdulSh1URZ6uqLp0+fhre3t0IXzrqqeQLAgQMH8Pr1a8ybN0+hfaExtKG29tTnmGxsbWho+40B9hkkJiaiU6dOcHZ2VrjNmJgYbNq0CX369JGZF4uLixESEoLLly9zVtG1sbahoe0Dda+R0p4livSsaWj7lH8PBQUFkEgk9SqASs+NxcXFCve+/Fhb2BD4X3/9lZMqw7WRl5eH0NBQPH/+HLa2thgxYgQAIDMzs16quTa0/dqozzUyNzcXoaGhePnyJfr374/BgwcDkA39zsvLQ0pKCtatW1dvQjgL2w/fvn2L+fPn16tHdkPsVepaoyoqKkjIdX2tUXWdIRTthVoX1XMu1sc5srFBn0H98K8VIIGGEf+qk5ubi82bN+OXX36Bnp5evdltLIdsduF6+vQpFixYoLANVHWbDSnANhbxDwBevnyJ8PBwZGZmQkVFBe3atcOAAQM4TdT7MRqyLzakANqY2lC9PfU9JhtbGxrafmOgvg8V0vOikZER2rZtCyUlJeTm5iIhIQHu7u4Knxcbug0NbZ+loQ81DW2fQvkQ9SX8fQr1JcKyY/Lly5fo3r07Cb+t7zmhoezX1ab6WiNZEfbFixfo0aOHTAEuNmqLq9DvLyE/Px8AGsQjuyEE0Ma0RjWECFsbb968wa5du6Curg4XF5d6F8IbA/QZ1B//agGyocS/6rA5GOubxnLIbshb7IYUYBuD+Ac0jkNdQ/bFxtAXGkMbpGmIMdnY2tDQ9hsDDXGoePHiBU6ePInMzEyoqanBwsICAwYMUHhu5sbUhoa2DzT8oaah7VMoH+J/cX1o6DHZ0PbrahNQP2tkXaKXogu//BtoiL1KY+qPDemFKs27d+8UmnPx3wB9BvXDv1qABBpO/Gss/C9uolgagwDbGMQ/6VCBhgxta8i+2Bj6QmNoA4XSGGgM82JDt6Gh7QMNf6hpaPsUCkWWhh6TDW2/oWlMohelcfXHhvRCpVDqm3+9AEn536ahBdjGIv5RGr4vNJY2UCgNTWOYFxu6DQ1tn6WhDzUNbZ9CocjS0GOyoe03NI1J9KLQ/kihNARUgKRQKBQKhUKhUCgUCkXBUNGLQqH8L0MFSAqFQqFQKBQKhUKhUCgUCoWiMGg5QgqFQqFQKBQKhUKhUCgUCoWiMKgASaFQKBQKhUKhUCgUCoVCoVAUBhUgKRQKhUKhUCgUCoVCoVAoFIrCoAIkhUKhUCgUCoVCoVAoFAqFQlEYVICkUCgUCoVCoVAoFAqFQqFQKAqDCpAUCoVCoVAoFAqFQqFQKBQKRWEIGroBFAqFQqFQKJT/fq5cuYJt27bJfKapqQlTU1OMGjUK3bp1a6CWUSgUCoVCoVAUDRUgKRQKhUKhUCj1xk8//QRjY2MAQH5+Ps6dOwd/f38sWrQI3bt3b+DWUSgUCoVCoVAUARUgKRQKhUKhUCj1hqmpKczNzcl/W1tb47vvvsPNmzepAEmhUCgUCoXyXwrNAUmhUCgUCoVCaTCEQiEEAgGUlJQAAI8ePYKzszMePXok83NZWVlwdnbGlStXyGeZmZn4888/8cMPP2DixImYNWsWVq5ciaSkpHr8BhQKhUKhUCiUj0E9ICkUCoVCoVAo9YZEIkFlZSUYhsG7d+8QHh6O0tJSfP3115/9u/z8/CCRSODq6oomTZqgsLAQz549w/v37xXQcgqFQqFQKBTKl0IFSAqFQqFQKBRKveHh4SHz30KhEDNmzIC1tfVn/Z7CwkK8efMG06ZNg52dHfm8V69eXDSTQqFQKBQKhcIhVICkUCgUCoVCodQbv/zyC5o1awagSkS8ffs29uzZA4lEgqFDh37y79HQ0IChoSHCw8MhkUjQoUMHtGjRAnw+zTBEoVAoFAqF0tigAiSFQqFQKBQKpd5o1qxZjSI02dnZOHz4MGxtbT/59/B4PHh6euL48eM4efIkDh48CA0NDXz99deYMGEC1NTUFNF8CoVCoVAoFMoXQAVICoVCoVAoFEqD0qJFC9y7dw/p6ekQCoUAgIqKCpmfKSwsrPHv9PX1MXv2bADAmzdvcOvWLRw7dgxisRjff/+94htOoVAoFAqFQvkkaIwKhUKhUCgUCqVBYatWa2lpwcDAAACQkpIi8zPx8fEf/B3GxsYYO3YsmjdvjsTERIW0k0KhUCgUCoXyZVAPSAqFQqFQKBRKvZGamorKykoAQFFREWJjY3H//n307NmTiI+dOnVCaGgo1NXVoa+vjwcPHuD27dsyvyc5ORl79+6FjY0NmjZtCoFAgIcPHyI5ORmOjo71/bUoFAqFQqFQKB+ACpAUCoVCoVAolHpj27Zt5M8ikQgGBgaYMmUKhgwZQj6fM2cO9u7diyNHjkAikaBbt26YN28elixZQn5GR0cHhoaGuHDhAnJycsDj8WBoaIgpU6Zg2LBh9fqdKBQKhUKhUCgfhscwDNPQjaBQKBQKhUKhUCgUCoVCoVAo/53QHJAUCoVCoVAoFAqFQqFQKBQKRWFQAZJCoVAoFAqFQqFQKBQKhUKhKAwqQFIoFAqFQqFQKBQKhUKhUCgUhUEFSAqFQqFQKBQKhUKhUCgUCoWiMKgASaFQKBQKhUKhUCgUCoVCoVAUBhUgKRQKhUKhUCgUCoVCoVAoFIrCoAIkhUKhUCgUCoVCoVAoFAqFQlEYVICkUCgUCoVCoVAoFAqFQqFQKAqDCpAUCoVCoVAoFAqFQqFQKBQKRWFQAZJCoVAoFAqFQqFQKBQKhUKhKAwqQFIoFAqFQqFQKBQKhUKhUCgUhUEFSAqFQqFQKBQKhUKhUCgUCoWiMP4PQrEk0gYYS0cAAAAASUVORK5CYII=", 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", 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", 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", 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", 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", 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\n", + "
" + ], + "text/plain": [ + " a b c\n", + "1 1.0 0.0 0.0\n", + "2 1.0 0.0 0.0\n", + "3 1.0 0.0 0.0" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "a = pd.DataFrame(np.zeros((3,3)), index=[1,2,3], columns=[\"a\", \"b\", \"c\"])\n", + "\n", + "a.iloc[:,0] = np.ones(len(a))\n", + "a" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Geothermal Map" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " name geometry\n", + "0 AL1 0 POLYGON ((20.32207 39.91318, 20.39703 39.81809...\n", + "1 AT1 0 POLYGON ((13.86068 46.51525, 13.67026 46.51871...\n", + "2 BA1 0 POLYGON ((17.82716 42.85312, 17.81176 42.90986...\n", + "3 BE1 0 POLYGON ((4.68192 50.08392, 4.67292 50.01638, ...\n", + "4 BG1 0 POLYGON ((23.94989 41.43758, 23.89480 41.46434...\n" + ] + }, + { + "ename": "NameError", + "evalue": "name 'egs_shapes' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[150], line 7\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[39mprint\u001b[39m(network_regions\u001b[39m.\u001b[39mhead())\n\u001b[1;32m 5\u001b[0m network_regions\u001b[39m.\u001b[39mindex \u001b[39m=\u001b[39m network_regions[\u001b[39m\"\u001b[39m\u001b[39mname\u001b[39m\u001b[39m\"\u001b[39m]\n\u001b[0;32m----> 7\u001b[0m overlap_matrix \u001b[39m=\u001b[39m pd\u001b[39m.\u001b[39mDataFrame(index\u001b[39m=\u001b[39mnetwork_regions\u001b[39m.\u001b[39mindex, columns\u001b[39m=\u001b[39megs_shapes\u001b[39m.\u001b[39mindex)\n\u001b[1;32m 9\u001b[0m \u001b[39mfor\u001b[39;00m name, polygon \u001b[39min\u001b[39;00m network_regions\u001b[39m.\u001b[39mgeometry\u001b[39m.\u001b[39mitems():\n\u001b[1;32m 10\u001b[0m overlap_matrix\u001b[39m.\u001b[39mloc[name] \u001b[39m=\u001b[39m egs_shapes\u001b[39m.\u001b[39mintersection(polygon)\u001b[39m.\u001b[39marea \u001b[39m/\u001b[39m egs_shapes\u001b[39m.\u001b[39marea\n", + "\u001b[0;31mNameError\u001b[0m: name 'egs_shapes' is not defined" + ] + } + ], + "source": [ + "print(network_regions.head())\n", + "\n", + "\n", + "overlap_matrix = pd.DataFrame(index=network_regions.index, columns=egs_shapes.index)\n", + "\n", + "for name, polygon in network_regions.geometry.items():\n", + " overlap_matrix.loc[name] = egs_shapes.intersection(polygon).area / egs_shapes.area\n" + ] + }, + { + "cell_type": "code", + "execution_count": 117, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "Name: WGS 84 / UTM zone 32N\n", + "Axis Info [cartesian]:\n", + "- E[east]: Easting (metre)\n", + "- N[north]: Northing (metre)\n", + "Area of Use:\n", + "- name: Between 6°E and 12°E, northern hemisphere between equator and 84°N, onshore and offshore. Algeria. Austria. Cameroon. Denmark. Equatorial Guinea. France. Gabon. Germany. Italy. Libya. Liechtenstein. Monaco. Netherlands. Niger. Nigeria. Norway. Sao Tome and Principe. Svalbard. Sweden. Switzerland. Tunisia. Vatican City State.\n", + "- bounds: (6.0, 0.0, 12.0, 84.0)\n", + "Coordinate Operation:\n", + "- name: UTM zone 32N\n", + "- method: Transverse Mercator\n", + "Datum: World Geodetic System 1984 ensemble\n", + "- Ellipsoid: WGS 84\n", + "- Prime Meridian: Greenwich" + ] + }, + "execution_count": 117, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gpd.GeoSeries()\n", + "gpd.GeoSeries([pot_gdf.iloc[0].loc[\"geometry\"].centroid]).set_crs(epsg=4326).estimate_utm_crs()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "\n", + "regions = gpd.read_file(Path.cwd() / \"..\" / \"..\" / \"resource_backups\" / \"resources\" / \"egs_test\" /\n", + " \"regions_onshore_elec_s_37.geojson\")\n", + "\n", + "regions.index = regions.name\n", + "regions = regions.drop(columns=\"name\")\n", + "regions.head()\n", + "\n", + "plot_geothermal_map(n, \"AC\")\n", + "plot_geothermal_map(n, \"urban central heat\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import seaborn as sns\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "get_geothermal_capacity_barchart(hold)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "import yaml\n", + "from pathlib import Path\n", + "\n", + "Path.cwd()\n", + "with open(Path.cwd() / \"..\" / \"config.yaml\") as f:\n", + " cfg = yaml.safe_load(f)\n", + "\n", + "cfg[\"run\"][\"name\"] = \"kannichdieconfigaendern\"\n", + "cfg[\"sector\"][\"egs_fixed_capital_cost\"] = 4.\n", + "\n", + "with open(Path.cwd() / \"..\" / \"kannichdieconfigaendern.yaml\", \"w\") as f:\n", + " yaml.dump(cfg, f)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:pypsa.linopf:Prepare linear problem\n", + "INFO:pypsa.linopf:Total preparation time: 0.38s\n", + "INFO:pypsa.linopf:Solve linear problem using Gurobi solver\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Read LP format model from file /tmp/pypsa-problem-1vgb141o.lp\n", + "Reading time = 0.00 seconds\n", + "obj: 11 rows, 9 columns, 18 nonzeros\n", + "Gurobi Optimizer version 9.5.2 build v9.5.2rc0 (linux64)\n", + "Thread count: 4 physical cores, 8 logical processors, using up to 8 threads\n", + "Optimize a model with 11 rows, 9 columns and 18 nonzeros\n", + "Model fingerprint: 0x5cdd5751\n", + "Coefficient statistics:\n", + " Matrix range [2e-01, 1e+00]\n", + " Objective range [5e-01, 1e+01]\n", + " Bounds range [3e+00, 3e+00]\n", + " RHS range [1e+00, 1e+00]\n", + "Presolve removed 11 rows and 9 columns\n", + "Presolve time: 0.04s\n", + "Presolve: All rows and columns removed\n", + "Iteration Objective Primal Inf. Dual Inf. Time\n", + " 0 4.0000000e+00 0.000000e+00 0.000000e+00 0s\n", + "\n", + "Solved in 0 iterations and 0.06 seconds (0.00 work units)\n", + "Optimal objective 4.000000000e+00\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:pypsa.linopf:Optimization successful. Objective value: 4.00e+00\n" + ] + }, + { + "data": { + "text/plain": [ + "('ok', 'optimal')" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pypsa\n", + "import numpy as np\n", + "\n", + "n = pypsa.Network()\n", + "\n", + "for i in range(3):\n", + " n.add(\"Bus\", f\"bus{i}\")\n", + "\n", + "for i in range(1,3):\n", + " n.add(\"Generator\", f\"gen_hold_{i}\", bus=f\"bus{i}\", p_nom_extendable=True, capital_cost=0,)\n", + "\n", + "n.add(\"Load\", \"load\", bus=\"bus0\", p_set=1)\n", + "\n", + "n.add(\"Link\", \n", + " \"gen1\",\n", + " bus0=\"bus1\",\n", + " bus1=\"bus0\",\n", + " p_nom_extendable=True,\n", + " capital_cost=0.5,\n", + " efficiency=0.25,\n", + " p_nom_max=3.,\n", + " )\n", + "\n", + "n.add(\"Link\",\n", + " \"gen2\",\n", + " bus0=\"bus2\",\n", + " bus1=\"bus0\",\n", + " p_nom_extendable=True,\n", + " capital_cost=10.,\n", + " efficiency=1.,\n", + " p_nom_max=np.inf \n", + " )\n", + "\n", + "n.lopf(solver_name=\"gurobi\")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Link\n", + "gen1 3.00\n", + "gen2 0.25\n", + "Name: p_nom_opt, dtype: float64" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "n.links.p_nom_opt" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "oldpypsaeur", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.6" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/rules/build_electricity.smk b/rules/build_electricity.smk new file mode 100644 index 00000000..9be7408d --- /dev/null +++ b/rules/build_electricity.smk @@ -0,0 +1,380 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +if config["enable"].get("prepare_links_p_nom", False): + + rule prepare_links_p_nom: + output: + "data/links_p_nom.csv", + log: + LOGS + "prepare_links_p_nom.log", + threads: 1 + resources: + mem_mb=1500, + conda: + "../envs/environment.yaml" + script: + "../scripts/prepare_links_p_nom.py" + + +rule build_load_data: + input: + ancient("data/load_raw.csv"), + output: + RESOURCES + "load.csv", + log: + LOGS + "build_load_data.log", + resources: + mem_mb=5000, + conda: + "../envs/environment.yaml" + script: + "../scripts/build_load_data.py" + + +rule build_powerplants: + input: + base_network=RESOURCES + "networks/base.nc", + custom_powerplants="data/custom_powerplants.csv", + output: + RESOURCES + "powerplants.csv", + log: + LOGS + "build_powerplants.log", + threads: 1 + resources: + mem_mb=5000, + conda: + "../envs/environment.yaml" + script: + "../scripts/build_powerplants.py" + + +rule base_network: + input: + eg_buses="data/entsoegridkit/buses.csv", + eg_lines="data/entsoegridkit/lines.csv", + eg_links="data/entsoegridkit/links.csv", + eg_converters="data/entsoegridkit/converters.csv", + eg_transformers="data/entsoegridkit/transformers.csv", + parameter_corrections="data/parameter_corrections.yaml", + links_p_nom="data/links_p_nom.csv", + links_tyndp="data/links_tyndp.csv", + country_shapes=RESOURCES + "country_shapes.geojson", + offshore_shapes=RESOURCES + "offshore_shapes.geojson", + europe_shape=RESOURCES + "europe_shape.geojson", + output: + RESOURCES + "networks/base.nc", + log: + LOGS + "base_network.log", + benchmark: + BENCHMARKS + "base_network" + threads: 1 + resources: + mem_mb=1500, + conda: + "../envs/environment.yaml" + script: + "../scripts/base_network.py" + + +rule build_shapes: + input: + naturalearth=ancient("data/bundle/naturalearth/ne_10m_admin_0_countries.shp"), + eez=ancient("data/bundle/eez/World_EEZ_v8_2014.shp"), + nuts3=ancient("data/bundle/NUTS_2013_60M_SH/data/NUTS_RG_60M_2013.shp"), + nuts3pop=ancient("data/bundle/nama_10r_3popgdp.tsv.gz"), + nuts3gdp=ancient("data/bundle/nama_10r_3gdp.tsv.gz"), + ch_cantons=ancient("data/bundle/ch_cantons.csv"), + ch_popgdp=ancient("data/bundle/je-e-21.03.02.xls"), + output: + country_shapes=RESOURCES + "country_shapes.geojson", + offshore_shapes=RESOURCES + "offshore_shapes.geojson", + europe_shape=RESOURCES + "europe_shape.geojson", + nuts3_shapes=RESOURCES + "nuts3_shapes.geojson", + log: + LOGS + "build_shapes.log", + threads: 1 + resources: + mem_mb=1500, + conda: + "../envs/environment.yaml" + script: + "../scripts/build_shapes.py" + + +rule build_bus_regions: + input: + country_shapes=RESOURCES + "country_shapes.geojson", + offshore_shapes=RESOURCES + "offshore_shapes.geojson", + base_network=RESOURCES + "networks/base.nc", + output: + regions_onshore=RESOURCES + "regions_onshore.geojson", + regions_offshore=RESOURCES + "regions_offshore.geojson", + log: + LOGS + "build_bus_regions.log", + threads: 1 + resources: + mem_mb=1000, + conda: + "../envs/environment.yaml" + script: + "../scripts/build_bus_regions.py" + + +if config["enable"].get("build_cutout", False): + + rule build_cutout: + input: + regions_onshore=RESOURCES + "regions_onshore.geojson", + regions_offshore=RESOURCES + "regions_offshore.geojson", + output: + protected("cutouts/" + CDIR + "{cutout}.nc"), + log: + "logs/" + CDIR + "build_cutout/{cutout}.log", + benchmark: + "benchmarks/" + CDIR + "build_cutout_{cutout}" + threads: ATLITE_NPROCESSES + resources: + mem_mb=ATLITE_NPROCESSES * 1000, + conda: + "../envs/environment.yaml" + script: + "../scripts/build_cutout.py" + + +if config["enable"].get("build_natura_raster", False): + + rule build_natura_raster: + input: + natura=ancient("data/bundle/natura/Natura2000_end2015.shp"), + cutouts=expand("cutouts/" + CDIR + "{cutouts}.nc", **config["atlite"]), + output: + RESOURCES + "natura.tiff", + resources: + mem_mb=5000, + log: + LOGS + "build_natura_raster.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/build_natura_raster.py" + + +rule build_ship_raster: + input: + ship_density="data/shipdensity_global.zip", + cutouts=expand( + "cutouts/" + CDIR + "{cutout}.nc", + cutout=[ + config["renewable"][k]["cutout"] + for k in config["electricity"]["renewable_carriers"] + ], + ), + output: + RESOURCES + "shipdensity_raster.nc", + log: + LOGS + "build_ship_raster.log", + resources: + mem_mb=5000, + benchmark: + BENCHMARKS + "build_ship_raster" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_ship_raster.py" + + +rule build_renewable_profiles: + input: + base_network=RESOURCES + "networks/base.nc", + corine=ancient("data/bundle/corine/g250_clc06_V18_5.tif"), + natura=lambda w: ( + RESOURCES + "natura.tiff" + if config["renewable"][w.technology]["natura"] + else [] + ), + gebco=ancient( + lambda w: ( + "data/bundle/GEBCO_2014_2D.nc" + if config["renewable"][w.technology].get("max_depth") + else [] + ) + ), + ship_density=lambda w: ( + RESOURCES + "shipdensity_raster.nc" + if "ship_threshold" in config["renewable"][w.technology].keys() + else [] + ), + country_shapes=RESOURCES + "country_shapes.geojson", + offshore_shapes=RESOURCES + "offshore_shapes.geojson", + regions=lambda w: ( + RESOURCES + "regions_onshore.geojson" + if w.technology in ("onwind", "solar") + else RESOURCES + "regions_offshore.geojson" + ), + cutout=lambda w: "cutouts/" + + CDIR + + config["renewable"][w.technology]["cutout"] + + ".nc", + output: + profile=RESOURCES + "profile_{technology}.nc", + log: + LOGS + "build_renewable_profile_{technology}.log", + benchmark: + BENCHMARKS + "build_renewable_profiles_{technology}" + threads: ATLITE_NPROCESSES + resources: + mem_mb=ATLITE_NPROCESSES * 5000, + wildcard_constraints: + technology="(?!hydro).*", # Any technology other than hydro + conda: + "../envs/environment.yaml" + script: + "../scripts/build_renewable_profiles.py" + + +rule build_hydro_profile: + input: + country_shapes=RESOURCES + "country_shapes.geojson", + eia_hydro_generation="data/eia_hydro_annual_generation.csv", + cutout=f"cutouts/" + CDIR + config["renewable"]["hydro"]["cutout"] + ".nc", + output: + RESOURCES + "profile_hydro.nc", + log: + LOGS + "build_hydro_profile.log", + resources: + mem_mb=5000, + conda: + "../envs/environment.yaml" + script: + "../scripts/build_hydro_profile.py" + + +rule add_electricity: + input: + **{ + f"profile_{tech}": RESOURCES + f"profile_{tech}.nc" + for tech in config["electricity"]["renewable_carriers"] + }, + **{ + f"conventional_{carrier}_{attr}": fn + for carrier, d in config.get("conventional", {None: {}}).items() + for attr, fn in d.items() + if str(fn).startswith("data/") + }, + base_network=RESOURCES + "networks/base.nc", + tech_costs=COSTS, + regions=RESOURCES + "regions_onshore.geojson", + powerplants=RESOURCES + "powerplants.csv", + hydro_capacities=ancient("data/bundle/hydro_capacities.csv"), + geth_hydro_capacities="data/geth2015_hydro_capacities.csv", + load=RESOURCES + "load.csv", + nuts3_shapes=RESOURCES + "nuts3_shapes.geojson", + output: + RESOURCES + "networks/elec.nc", + log: + LOGS + "add_electricity.log", + benchmark: + BENCHMARKS + "add_electricity" + threads: 1 + resources: + mem_mb=5000, + conda: + "../envs/environment.yaml" + script: + "../scripts/add_electricity.py" + + +rule simplify_network: + input: + network=RESOURCES + "networks/elec.nc", + tech_costs=COSTS, + regions_onshore=RESOURCES + "regions_onshore.geojson", + regions_offshore=RESOURCES + "regions_offshore.geojson", + output: + network=RESOURCES + "networks/elec_s{simpl}.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}.geojson", + regions_offshore=RESOURCES + "regions_offshore_elec_s{simpl}.geojson", + busmap=RESOURCES + "busmap_elec_s{simpl}.csv", + connection_costs=RESOURCES + "connection_costs_s{simpl}.csv", + log: + LOGS + "simplify_network/elec_s{simpl}.log", + benchmark: + BENCHMARKS + "simplify_network/elec_s{simpl}" + threads: 1 + resources: + mem_mb=4000, + conda: + "../envs/environment.yaml" + script: + "../scripts/simplify_network.py" + + +rule cluster_network: + input: + network=RESOURCES + "networks/elec_s{simpl}.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}.geojson", + regions_offshore=RESOURCES + "regions_offshore_elec_s{simpl}.geojson", + busmap=ancient(RESOURCES + "busmap_elec_s{simpl}.csv"), + custom_busmap=( + "data/custom_busmap_elec_s{simpl}_{clusters}.csv" + if config["enable"].get("custom_busmap", False) + else [] + ), + tech_costs=COSTS, + output: + network=RESOURCES + "networks/elec_s{simpl}_{clusters}.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + regions_offshore=RESOURCES + "regions_offshore_elec_s{simpl}_{clusters}.geojson", + busmap=RESOURCES + "busmap_elec_s{simpl}_{clusters}.csv", + linemap=RESOURCES + "linemap_elec_s{simpl}_{clusters}.csv", + log: + LOGS + "cluster_network/elec_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "cluster_network/elec_s{simpl}_{clusters}" + threads: 1 + resources: + mem_mb=6000, + conda: + "../envs/environment.yaml" + script: + "../scripts/cluster_network.py" + + +rule add_extra_components: + input: + network=RESOURCES + "networks/elec_s{simpl}_{clusters}.nc", + tech_costs=COSTS, + output: + RESOURCES + "networks/elec_s{simpl}_{clusters}_ec.nc", + log: + LOGS + "add_extra_components/elec_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "add_extra_components/elec_s{simpl}_{clusters}_ec" + threads: 1 + resources: + mem_mb=3000, + conda: + "../envs/environment.yaml" + script: + "../scripts/add_extra_components.py" + + +rule prepare_network: + input: + RESOURCES + "networks/elec_s{simpl}_{clusters}_ec.nc", + tech_costs=COSTS, + output: + RESOURCES + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + log: + LOGS + "prepare_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.log", + benchmark: + (BENCHMARKS + "prepare_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}") + threads: 1 + resources: + mem_mb=4000, + conda: + "../envs/environment.yaml" + script: + "../scripts/prepare_network.py" diff --git a/rules/build_sector.smk b/rules/build_sector.smk new file mode 100644 index 00000000..f7877930 --- /dev/null +++ b/rules/build_sector.smk @@ -0,0 +1,797 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +rule build_population_layouts: + input: + nuts3_shapes=RESOURCES + "nuts3_shapes.geojson", + urban_percent="data/urban_percent.csv", + cutout="cutouts/" + CDIR + config["atlite"]["default_cutout"] + ".nc", + output: + pop_layout_total=RESOURCES + "pop_layout_total.nc", + pop_layout_urban=RESOURCES + "pop_layout_urban.nc", + pop_layout_rural=RESOURCES + "pop_layout_rural.nc", + log: + LOGS + "build_population_layouts.log", + resources: + mem_mb=20000, + benchmark: + BENCHMARKS + "build_population_layouts" + threads: 8 + conda: + "../envs/environment.yaml" + script: + "../scripts/build_population_layouts.py" + + +rule build_clustered_population_layouts: + input: + pop_layout_total=RESOURCES + "pop_layout_total.nc", + pop_layout_urban=RESOURCES + "pop_layout_urban.nc", + pop_layout_rural=RESOURCES + "pop_layout_rural.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + cutout="cutouts/" + CDIR + config["atlite"]["default_cutout"] + ".nc", + output: + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + log: + LOGS + "build_clustered_population_layouts_{simpl}_{clusters}.log", + resources: + mem_mb=10000, + benchmark: + BENCHMARKS + "build_clustered_population_layouts/s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_clustered_population_layouts.py" + + +rule build_simplified_population_layouts: + input: + pop_layout_total=RESOURCES + "pop_layout_total.nc", + pop_layout_urban=RESOURCES + "pop_layout_urban.nc", + pop_layout_rural=RESOURCES + "pop_layout_rural.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}.geojson", + cutout="cutouts/" + CDIR + config["atlite"]["default_cutout"] + ".nc", + output: + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}.csv", + resources: + mem_mb=10000, + log: + LOGS + "build_simplified_population_layouts_{simpl}", + benchmark: + BENCHMARKS + "build_simplified_population_layouts/s{simpl}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_clustered_population_layouts.py" + + +if config["sector"]["gas_network"] or config["sector"]["H2_retrofit"]: + + rule build_gas_network: + input: + gas_network="data/gas_network/scigrid-gas/data/IGGIELGN_PipeSegments.geojson", + output: + cleaned_gas_network=RESOURCES + "gas_network.csv", + resources: + mem_mb=4000, + log: + LOGS + "build_gas_network.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/build_gas_network.py" + + rule build_gas_input_locations: + input: + lng=HTTP.remote( + "https://globalenergymonitor.org/wp-content/uploads/2022/09/Europe-Gas-Tracker-August-2022.xlsx", + keep_local=True, + ), + entry="data/gas_network/scigrid-gas/data/IGGIELGN_BorderPoints.geojson", + production="data/gas_network/scigrid-gas/data/IGGIELGN_Productions.geojson", + regions_onshore=RESOURCES + + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + regions_offshore=RESOURCES + + "regions_offshore_elec_s{simpl}_{clusters}.geojson", + output: + gas_input_nodes=RESOURCES + + "gas_input_locations_s{simpl}_{clusters}.geojson", + gas_input_nodes_simplified=RESOURCES + + "gas_input_locations_s{simpl}_{clusters}_simplified.csv", + resources: + mem_mb=2000, + log: + LOGS + "build_gas_input_locations_s{simpl}_{clusters}.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/build_gas_input_locations.py" + + rule cluster_gas_network: + input: + cleaned_gas_network=RESOURCES + "gas_network.csv", + regions_onshore=RESOURCES + + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + regions_offshore=RESOURCES + + "regions_offshore_elec_s{simpl}_{clusters}.geojson", + output: + clustered_gas_network=RESOURCES + "gas_network_elec_s{simpl}_{clusters}.csv", + resources: + mem_mb=4000, + log: + LOGS + "cluster_gas_network_s{simpl}_{clusters}.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/cluster_gas_network.py" + + gas_infrastructure = { + **rules.cluster_gas_network.output, + **rules.build_gas_input_locations.output, + } + + +if not (config["sector"]["gas_network"] or config["sector"]["H2_retrofit"]): + # this is effecively an `else` statement which is however not liked by snakefmt + + gas_infrastructure = {} + + +rule build_heat_demands: + input: + pop_layout=RESOURCES + "pop_layout_{scope}.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + cutout="cutouts/" + CDIR + config["atlite"]["default_cutout"] + ".nc", + output: + heat_demand=RESOURCES + "heat_demand_{scope}_elec_s{simpl}_{clusters}.nc", + resources: + mem_mb=20000, + threads: 8 + log: + LOGS + "build_heat_demands_{scope}_{simpl}_{clusters}.loc", + benchmark: + BENCHMARKS + "build_heat_demands/{scope}_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_heat_demand.py" + + +rule build_temperature_profiles: + input: + pop_layout=RESOURCES + "pop_layout_{scope}.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + cutout="cutouts/" + CDIR + config["atlite"]["default_cutout"] + ".nc", + output: + temp_soil=RESOURCES + "temp_soil_{scope}_elec_s{simpl}_{clusters}.nc", + temp_air=RESOURCES + "temp_air_{scope}_elec_s{simpl}_{clusters}.nc", + resources: + mem_mb=20000, + threads: 8 + log: + LOGS + "build_temperature_profiles_{scope}_{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_temperature_profiles/{scope}_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_temperature_profiles.py" + + +rule build_cop_profiles: + input: + temp_soil_total=RESOURCES + "temp_soil_total_elec_s{simpl}_{clusters}.nc", + temp_soil_rural=RESOURCES + "temp_soil_rural_elec_s{simpl}_{clusters}.nc", + temp_soil_urban=RESOURCES + "temp_soil_urban_elec_s{simpl}_{clusters}.nc", + temp_air_total=RESOURCES + "temp_air_total_elec_s{simpl}_{clusters}.nc", + temp_air_rural=RESOURCES + "temp_air_rural_elec_s{simpl}_{clusters}.nc", + temp_air_urban=RESOURCES + "temp_air_urban_elec_s{simpl}_{clusters}.nc", + output: + cop_soil_total=RESOURCES + "cop_soil_total_elec_s{simpl}_{clusters}.nc", + cop_soil_rural=RESOURCES + "cop_soil_rural_elec_s{simpl}_{clusters}.nc", + cop_soil_urban=RESOURCES + "cop_soil_urban_elec_s{simpl}_{clusters}.nc", + cop_air_total=RESOURCES + "cop_air_total_elec_s{simpl}_{clusters}.nc", + cop_air_rural=RESOURCES + "cop_air_rural_elec_s{simpl}_{clusters}.nc", + cop_air_urban=RESOURCES + "cop_air_urban_elec_s{simpl}_{clusters}.nc", + resources: + mem_mb=20000, + log: + LOGS + "build_cop_profiles_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_cop_profiles/s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_cop_profiles.py" + + +rule build_solar_thermal_profiles: + input: + pop_layout=RESOURCES + "pop_layout_{scope}.nc", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + cutout="cutouts/" + CDIR + config["atlite"]["default_cutout"] + ".nc", + output: + solar_thermal=RESOURCES + "solar_thermal_{scope}_elec_s{simpl}_{clusters}.nc", + resources: + mem_mb=20000, + threads: 16 + log: + LOGS + "build_solar_thermal_profiles_{scope}_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_solar_thermal_profiles/{scope}_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_solar_thermal_profiles.py" + + +rule build_energy_totals: + input: + nuts3_shapes=RESOURCES + "nuts3_shapes.geojson", + co2="data/eea/UNFCCC_v23.csv", + swiss="data/switzerland-sfoe/switzerland-new_format.csv", + idees="data/jrc-idees-2015", + district_heat_share="data/district_heat_share.csv", + eurostat=input_eurostat, + output: + energy_name=RESOURCES + "energy_totals.csv", + co2_name=RESOURCES + "co2_totals.csv", + transport_name=RESOURCES + "transport_data.csv", + threads: 16 + resources: + mem_mb=10000, + log: + LOGS + "build_energy_totals.log", + benchmark: + BENCHMARKS + "build_energy_totals" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_energy_totals.py" + + +rule build_egs_constraints: + input: + egs_costs="data/egs_costs.json", + shapes=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + faultlines="data/europe_mainland_faults.geojson", + heat_demand_density="data/europe_heat_demand.tif", + air_temperature=RESOURCES + "temp_air_total_elec_s{simpl}_{clusters}.nc", + output: + egs_potentials=RESOURCES + "egs_potentials_s{simpl}_{clusters}.csv", + egs_overlap_matrix =RESOURCES + "egs_overlap_matrix_s{simpl}_{clusters}.csv", + egs_indicator_matrix =RESOURCES + "egs_indicator_matrix_s{simpl}_{clusters}.csv", + egs_capacity_factors=RESOURCES + "egs_capacity_factors_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_egs_constraints_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_egs_constraints_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_egs_constraints.py" + + +rule build_egs_potential: + input: + egs_potential="data/egs_global_potential.xlsx", + egs_cost="data/egs_costs.xlsx", + shapes=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + output: + egs_potential_50=RESOURCES + "egs_potential_profiles_50_s{simpl}_{clusters}.nc", + egs_potential_100=RESOURCES + "egs_potential_profiles_100_s{simpl}_{clusters}.nc", + egs_potential_150=RESOURCES + "egs_potential_profiles_150_s{simpl}_{clusters}.nc", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_egs_potential_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_egs_potential_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_egs_potential.py" + + +rule build_biomass_potentials: + input: + enspreso_biomass=HTTP.remote( + "https://cidportal.jrc.ec.europa.eu/ftp/jrc-opendata/ENSPRESO/ENSPRESO_BIOMASS.xlsx", + keep_local=True, + ), + nuts2="data/nuts/NUTS_RG_10M_2013_4326_LEVL_2.geojson", # https://gisco-services.ec.europa.eu/distribution/v2/nuts/download/#nuts21 + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + nuts3_population=ancient("data/bundle/nama_10r_3popgdp.tsv.gz"), + swiss_cantons=ancient("data/bundle/ch_cantons.csv"), + swiss_population=ancient("data/bundle/je-e-21.03.02.xls"), + country_shapes=RESOURCES + "country_shapes.geojson", + output: + biomass_potentials_all=RESOURCES + + "biomass_potentials_all_s{simpl}_{clusters}.csv", + biomass_potentials=RESOURCES + "biomass_potentials_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_biomass_potentials_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_biomass_potentials_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_biomass_potentials.py" + + +if config["sector"]["biomass_transport"]: + + rule build_biomass_transport_costs: + input: + transport_cost_data=HTTP.remote( + "publications.jrc.ec.europa.eu/repository/bitstream/JRC98626/biomass potentials in europe_web rev.pdf", + keep_local=True, + ), + output: + biomass_transport_costs=RESOURCES + "biomass_transport_costs.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_biomass_transport_costs.log", + benchmark: + BENCHMARKS + "build_biomass_transport_costs" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_biomass_transport_costs.py" + + build_biomass_transport_costs_output = rules.build_biomass_transport_costs.output + + +if not config["sector"]["biomass_transport"]: + # this is effecively an `else` statement which is however not liked by snakefmt + + build_biomass_transport_costs_output = {} + + +if config["sector"]["regional_co2_sequestration_potential"]["enable"]: + + rule build_sequestration_potentials: + input: + sequestration_potential=HTTP.remote( + "https://raw.githubusercontent.com/ericzhou571/Co2Storage/main/resources/complete_map_2020_unit_Mt.geojson", + keep_local=True, + ), + regions_onshore=RESOURCES + + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + regions_offshore=RESOURCES + + "regions_offshore_elec_s{simpl}_{clusters}.geojson", + output: + sequestration_potential=RESOURCES + + "co2_sequestration_potential_elec_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=4000, + log: + LOGS + "build_sequestration_potentials_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_sequestration_potentials_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_sequestration_potentials.py" + + build_sequestration_potentials_output = rules.build_sequestration_potentials.output + + +if not config["sector"]["regional_co2_sequestration_potential"]["enable"]: + # this is effecively an `else` statement which is however not liked by snakefmt + build_sequestration_potentials_output = {} + + +rule build_salt_cavern_potentials: + input: + salt_caverns="data/h2_salt_caverns_GWh_per_sqkm.geojson", + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + regions_offshore=RESOURCES + "regions_offshore_elec_s{simpl}_{clusters}.geojson", + output: + h2_cavern_potential=RESOURCES + "salt_cavern_potentials_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=2000, + log: + LOGS + "build_salt_cavern_potentials_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_salt_cavern_potentials_s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_salt_cavern_potentials.py" + + +rule build_ammonia_production: + input: + usgs="data/myb1-2017-nitro.xls", + output: + ammonia_production=RESOURCES + "ammonia_production.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_ammonia_production.log", + benchmark: + BENCHMARKS + "build_ammonia_production" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_ammonia_production.py" + + +rule build_industry_sector_ratios: + input: + ammonia_production=RESOURCES + "ammonia_production.csv", + idees="data/jrc-idees-2015", + output: + industry_sector_ratios=RESOURCES + "industry_sector_ratios.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_industry_sector_ratios.log", + benchmark: + BENCHMARKS + "build_industry_sector_ratios" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industry_sector_ratios.py" + + +rule build_industrial_production_per_country: + input: + ammonia_production=RESOURCES + "ammonia_production.csv", + jrc="data/jrc-idees-2015", + eurostat="data/eurostat-energy_balances-may_2018_edition", + output: + industrial_production_per_country=RESOURCES + + "industrial_production_per_country.csv", + threads: 8 + resources: + mem_mb=1000, + log: + LOGS + "build_industrial_production_per_country.log", + benchmark: + BENCHMARKS + "build_industrial_production_per_country" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_production_per_country.py" + + +rule build_industrial_production_per_country_tomorrow: + input: + industrial_production_per_country=RESOURCES + + "industrial_production_per_country.csv", + output: + industrial_production_per_country_tomorrow=RESOURCES + + "industrial_production_per_country_tomorrow_{planning_horizons}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + + "build_industrial_production_per_country_tomorrow_{planning_horizons}.log", + benchmark: + ( + BENCHMARKS + + "build_industrial_production_per_country_tomorrow_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_production_per_country_tomorrow.py" + + +rule build_industrial_distribution_key: + input: + regions_onshore=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + hotmaps_industrial_database="data/Industrial_Database.csv", + output: + industrial_distribution_key=RESOURCES + + "industrial_distribution_key_elec_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_industrial_distribution_key_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_industrial_distribution_key/s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_distribution_key.py" + + +rule build_industrial_production_per_node: + input: + industrial_distribution_key=RESOURCES + + "industrial_distribution_key_elec_s{simpl}_{clusters}.csv", + industrial_production_per_country_tomorrow=RESOURCES + + "industrial_production_per_country_tomorrow_{planning_horizons}.csv", + output: + industrial_production_per_node=RESOURCES + + "industrial_production_elec_s{simpl}_{clusters}_{planning_horizons}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + + "build_industrial_production_per_node_s{simpl}_{clusters}_{planning_horizons}.log", + benchmark: + ( + BENCHMARKS + + "build_industrial_production_per_node/s{simpl}_{clusters}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_production_per_node.py" + + +rule build_industrial_energy_demand_per_node: + input: + industry_sector_ratios=RESOURCES + "industry_sector_ratios.csv", + industrial_production_per_node=RESOURCES + + "industrial_production_elec_s{simpl}_{clusters}_{planning_horizons}.csv", + industrial_energy_demand_per_node_today=RESOURCES + + "industrial_energy_demand_today_elec_s{simpl}_{clusters}.csv", + output: + industrial_energy_demand_per_node=RESOURCES + + "industrial_energy_demand_elec_s{simpl}_{clusters}_{planning_horizons}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + + "build_industrial_energy_demand_per_node_s{simpl}_{clusters}_{planning_horizons}.log", + benchmark: + ( + BENCHMARKS + + "build_industrial_energy_demand_per_node/s{simpl}_{clusters}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_energy_demand_per_node.py" + + +rule build_industrial_energy_demand_per_country_today: + input: + jrc="data/jrc-idees-2015", + ammonia_production=RESOURCES + "ammonia_production.csv", + industrial_production_per_country=RESOURCES + + "industrial_production_per_country.csv", + output: + industrial_energy_demand_per_country_today=RESOURCES + + "industrial_energy_demand_per_country_today.csv", + threads: 8 + resources: + mem_mb=1000, + log: + LOGS + "build_industrial_energy_demand_per_country_today.log", + benchmark: + BENCHMARKS + "build_industrial_energy_demand_per_country_today" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_energy_demand_per_country_today.py" + + +rule build_industrial_energy_demand_per_node_today: + input: + industrial_distribution_key=RESOURCES + + "industrial_distribution_key_elec_s{simpl}_{clusters}.csv", + industrial_energy_demand_per_country_today=RESOURCES + + "industrial_energy_demand_per_country_today.csv", + output: + industrial_energy_demand_per_node_today=RESOURCES + + "industrial_energy_demand_today_elec_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=1000, + log: + LOGS + "build_industrial_energy_demand_per_node_today_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_industrial_energy_demand_per_node_today/s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_industrial_energy_demand_per_node_today.py" + + +if config["sector"]["retrofitting"]["retro_endogen"]: + + rule build_retro_cost: + input: + building_stock="data/retro/data_building_stock.csv", + data_tabula="data/retro/tabula-calculator-calcsetbuilding.csv", + air_temperature=RESOURCES + "temp_air_total_elec_s{simpl}_{clusters}.nc", + u_values_PL="data/retro/u_values_poland.csv", + tax_w="data/retro/electricity_taxes_eu.csv", + construction_index="data/retro/comparative_level_investment.csv", + floor_area_missing="data/retro/floor_area_missing.csv", + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + cost_germany="data/retro/retro_cost_germany.csv", + window_assumptions="data/retro/window_assumptions.csv", + output: + retro_cost=RESOURCES + "retro_cost_elec_s{simpl}_{clusters}.csv", + floor_area=RESOURCES + "floor_area_elec_s{simpl}_{clusters}.csv", + resources: + mem_mb=1000, + log: + LOGS + "build_retro_cost_s{simpl}_{clusters}.log", + benchmark: + BENCHMARKS + "build_retro_cost/s{simpl}_{clusters}" + conda: + "../envs/environment.yaml" + script: + "../scripts/build_retro_cost.py" + + build_retro_cost_output = rules.build_retro_cost.output + + +if not config["sector"]["retrofitting"]["retro_endogen"]: + # this is effecively an `else` statement which is however not liked by snakefmt + build_retro_cost_output = {} + + +rule build_population_weighted_energy_totals: + input: + energy_totals=RESOURCES + "energy_totals.csv", + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + output: + RESOURCES + "pop_weighted_energy_totals_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=2000, + log: + LOGS + "build_population_weighted_energy_totals_s{simpl}_{clusters}.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/build_population_weighted_energy_totals.py" + + +rule build_shipping_demand: + input: + ports="data/attributed_ports.json", + scope=RESOURCES + "europe_shape.geojson", + regions=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + demand=RESOURCES + "energy_totals.csv", + output: + RESOURCES + "shipping_demand_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=2000, + log: + LOGS + "build_shipping_demand_s{simpl}_{clusters}.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/build_shipping_demand.py" + + +rule build_transport_demand: + input: + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + pop_weighted_energy_totals=RESOURCES + + "pop_weighted_energy_totals_s{simpl}_{clusters}.csv", + transport_data=RESOURCES + "transport_data.csv", + traffic_data_KFZ="data/emobility/KFZ__count", + traffic_data_Pkw="data/emobility/Pkw__count", + temp_air_total=RESOURCES + "temp_air_total_elec_s{simpl}_{clusters}.nc", + output: + transport_demand=RESOURCES + "transport_demand_s{simpl}_{clusters}.csv", + transport_data=RESOURCES + "transport_data_s{simpl}_{clusters}.csv", + avail_profile=RESOURCES + "avail_profile_s{simpl}_{clusters}.csv", + dsm_profile=RESOURCES + "dsm_profile_s{simpl}_{clusters}.csv", + threads: 1 + resources: + mem_mb=2000, + log: + LOGS + "build_transport_demand_s{simpl}_{clusters}.log", + conda: + "../envs/environment.yaml" + script: + "../scripts/build_transport_demand.py" + + +rule prepare_sector_network: + params: + RDIR=RDIR, + input: + **build_retro_cost_output, + **build_biomass_transport_costs_output, + **gas_infrastructure, + **build_sequestration_potentials_output, + overrides="data/override_component_attrs", + network=RESOURCES + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + energy_totals_name=RESOURCES + "energy_totals.csv", + eurostat=input_eurostat, + pop_weighted_energy_totals=RESOURCES + + "pop_weighted_energy_totals_s{simpl}_{clusters}.csv", + shipping_demand=RESOURCES + "shipping_demand_s{simpl}_{clusters}.csv", + transport_demand=RESOURCES + "transport_demand_s{simpl}_{clusters}.csv", + transport_data=RESOURCES + "transport_data_s{simpl}_{clusters}.csv", + avail_profile=RESOURCES + "avail_profile_s{simpl}_{clusters}.csv", + dsm_profile=RESOURCES + "dsm_profile_s{simpl}_{clusters}.csv", + co2_totals_name=RESOURCES + "co2_totals.csv", + co2="data/eea/UNFCCC_v23.csv", + biomass_potentials=RESOURCES + "biomass_potentials_s{simpl}_{clusters}.csv", + heat_profile="data/heat_load_profile_BDEW.csv", + costs="data/costs_{}.csv".format(config["costs"]["year"]) + if config["foresight"] == "overnight" + else "data/costs_{planning_horizons}.csv", + profile_offwind_ac=RESOURCES + "profile_offwind-ac.nc", + profile_offwind_dc=RESOURCES + "profile_offwind-dc.nc", + h2_cavern=RESOURCES + "salt_cavern_potentials_s{simpl}_{clusters}.csv", + busmap_s=RESOURCES + "busmap_elec_s{simpl}.csv", + busmap=RESOURCES + "busmap_elec_s{simpl}_{clusters}.csv", + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + simplified_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}.csv", + industrial_demand=RESOURCES + + "industrial_energy_demand_elec_s{simpl}_{clusters}_{planning_horizons}.csv", + heat_demand_urban=RESOURCES + "heat_demand_urban_elec_s{simpl}_{clusters}.nc", + heat_demand_rural=RESOURCES + "heat_demand_rural_elec_s{simpl}_{clusters}.nc", + heat_demand_total=RESOURCES + "heat_demand_total_elec_s{simpl}_{clusters}.nc", + temp_soil_total=RESOURCES + "temp_soil_total_elec_s{simpl}_{clusters}.nc", + temp_soil_rural=RESOURCES + "temp_soil_rural_elec_s{simpl}_{clusters}.nc", + temp_soil_urban=RESOURCES + "temp_soil_urban_elec_s{simpl}_{clusters}.nc", + temp_air_total=RESOURCES + "temp_air_total_elec_s{simpl}_{clusters}.nc", + temp_air_rural=RESOURCES + "temp_air_rural_elec_s{simpl}_{clusters}.nc", + temp_air_urban=RESOURCES + "temp_air_urban_elec_s{simpl}_{clusters}.nc", + cop_soil_total=RESOURCES + "cop_soil_total_elec_s{simpl}_{clusters}.nc", + cop_soil_rural=RESOURCES + "cop_soil_rural_elec_s{simpl}_{clusters}.nc", + cop_soil_urban=RESOURCES + "cop_soil_urban_elec_s{simpl}_{clusters}.nc", + cop_air_total=RESOURCES + "cop_air_total_elec_s{simpl}_{clusters}.nc", + cop_air_rural=RESOURCES + "cop_air_rural_elec_s{simpl}_{clusters}.nc", + cop_air_urban=RESOURCES + "cop_air_urban_elec_s{simpl}_{clusters}.nc", + # egs_potentials=RESOURCES + "egs_potentials_s{simpl}_{clusters}.csv", + # egs_overlap_matrix =RESOURCES + "egs_overlap_matrix_s{simpl}_{clusters}.csv", + # egs_indicator_matrix =RESOURCES + "egs_indicator_matrix_s{simpl}_{clusters}.csv", + # egs_capacity_factors=RESOURCES + "egs_capacity_factors_s{simpl}_{clusters}.csv", + solar_thermal_total=RESOURCES + + "solar_thermal_total_elec_s{simpl}_{clusters}.nc" + if config["sector"]["solar_thermal"] + else [], + solar_thermal_urban=RESOURCES + + "solar_thermal_urban_elec_s{simpl}_{clusters}.nc" + if config["sector"]["solar_thermal"] + else [], + solar_thermal_rural=RESOURCES + + "solar_thermal_rural_elec_s{simpl}_{clusters}.nc" + if config["sector"]["solar_thermal"] + else [], + output: + RESULTS + + "prenetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + threads: 1 + resources: + mem_mb=2000, + log: + LOGS + + "prepare_sector_network_elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.log", + benchmark: + ( + BENCHMARKS + + "prepare_sector_network/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/prepare_sector_network.py" diff --git a/rules/collect.smk b/rules/collect.smk new file mode 100644 index 00000000..611b099c --- /dev/null +++ b/rules/collect.smk @@ -0,0 +1,75 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +localrules: + all, + cluster_networks, + extra_components_networks, + prepare_elec_networks, + prepare_sector_networks, + solve_elec_networks, + solve_sector_networks, + plot_networks, + + +rule all: + input: + RESULTS + "graphs/costs.pdf", + default_target: True + + +rule cluster_networks: + input: + expand(RESOURCES + "networks/elec_s{simpl}_{clusters}.nc", **config["scenario"]), + + +rule extra_components_networks: + input: + expand( + RESOURCES + "networks/elec_s{simpl}_{clusters}_ec.nc", **config["scenario"] + ), + + +rule prepare_elec_networks: + input: + expand( + RESOURCES + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + **config["scenario"] + ), + + +rule prepare_sector_networks: + input: + expand( + RESULTS + + "prenetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + **config["scenario"] + ), + + +rule solve_elec_networks: + input: + expand( + RESULTS + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + **config["scenario"] + ), + + +rule solve_sector_networks: + input: + expand( + RESULTS + + "postnetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + **config["scenario"] + ), + + +rule plot_networks: + input: + expand( + RESULTS + + "maps/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}-costs-all_{planning_horizons}.pdf", + **config["scenario"] + ), diff --git a/rules/common.smk b/rules/common.smk new file mode 100644 index 00000000..8f0c7cbb --- /dev/null +++ b/rules/common.smk @@ -0,0 +1,41 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +def memory(w): + factor = 3.0 + for o in w.opts.split("-"): + m = re.match(r"^(\d+)h$", o, re.IGNORECASE) + if m is not None: + factor /= int(m.group(1)) + break + for o in w.opts.split("-"): + m = re.match(r"^(\d+)seg$", o, re.IGNORECASE) + if m is not None: + factor *= int(m.group(1)) / 8760 + break + if w.clusters.endswith("m"): + return int(factor * (18000 + 180 * int(w.clusters[:-1]))) + elif w.clusters == "all": + return int(factor * (18000 + 180 * 4000)) + else: + return int(factor * (10000 + 195 * int(w.clusters))) + + +def input_eurostat(w): + # 2016 includes BA, 2017 does not + report_year = config["energy"]["eurostat_report_year"] + return f"data/eurostat-energy_balances-june_{report_year}_edition" + + +def solved_previous_horizon(wildcards): + planning_horizons = config["scenario"]["planning_horizons"] + i = planning_horizons.index(int(wildcards.planning_horizons)) + planning_horizon_p = str(planning_horizons[i - 1]) + return ( + RESULTS + + "postnetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_" + + planning_horizon_p + + ".nc" + ) diff --git a/rules/postprocess.smk b/rules/postprocess.smk new file mode 100644 index 00000000..d5095358 --- /dev/null +++ b/rules/postprocess.smk @@ -0,0 +1,137 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +localrules: + copy_config, + copy_conda_env, + + +rule plot_network: + input: + overrides="data/override_component_attrs", + network=RESULTS + + "postnetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + regions=RESOURCES + "regions_onshore_elec_s{simpl}_{clusters}.geojson", + output: + map=RESULTS + + "maps/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}-costs-all_{planning_horizons}.pdf", + today=RESULTS + + "maps/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}-today.pdf", + threads: 2 + resources: + mem_mb=10000, + benchmark: + ( + BENCHMARKS + + "plot_network/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/plot_network.py" + + +rule copy_config: + params: + RDIR=RDIR, + output: + RESULTS + "configs/config.yaml", + threads: 1 + resources: + mem_mb=1000, + benchmark: + BENCHMARKS + "copy_config" + conda: + "../envs/environment.yaml" + script: + "../scripts/copy_config.py" + + +rule copy_conda_env: + output: + RESULTS + "configs/environment.yaml", + threads: 1 + resources: + mem_mb=500, + log: + LOGS + "copy_conda_env.log", + benchmark: + BENCHMARKS + "copy_conda_env" + conda: + "../envs/environment.yaml" + shell: + "conda env export -f {output} --no-builds" + + +rule make_summary: + params: + RDIR=RDIR, + input: + overrides="data/override_component_attrs", + networks=expand( + RESULTS + + "postnetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + **config["scenario"] + ), + costs="data/costs_{}.csv".format(config["costs"]["year"]) + if config["foresight"] == "overnight" + else "data/costs_{}.csv".format(config["scenario"]["planning_horizons"][0]), + plots=expand( + RESULTS + + "maps/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}-costs-all_{planning_horizons}.pdf", + **config["scenario"] + ), + output: + nodal_costs=RESULTS + "csvs/nodal_costs.csv", + nodal_capacities=RESULTS + "csvs/nodal_capacities.csv", + nodal_cfs=RESULTS + "csvs/nodal_cfs.csv", + cfs=RESULTS + "csvs/cfs.csv", + costs=RESULTS + "csvs/costs.csv", + capacities=RESULTS + "csvs/capacities.csv", + curtailment=RESULTS + "csvs/curtailment.csv", + energy=RESULTS + "csvs/energy.csv", + supply=RESULTS + "csvs/supply.csv", + supply_energy=RESULTS + "csvs/supply_energy.csv", + prices=RESULTS + "csvs/prices.csv", + weighted_prices=RESULTS + "csvs/weighted_prices.csv", + market_values=RESULTS + "csvs/market_values.csv", + price_statistics=RESULTS + "csvs/price_statistics.csv", + metrics=RESULTS + "csvs/metrics.csv", + threads: 2 + resources: + mem_mb=10000, + log: + LOGS + "make_summary.log", + benchmark: + BENCHMARKS + "make_summary" + conda: + "../envs/environment.yaml" + script: + "../scripts/make_summary.py" + + +rule plot_summary: + params: + RDIR=RDIR, + input: + costs=RESULTS + "csvs/costs.csv", + energy=RESULTS + "csvs/energy.csv", + balances=RESULTS + "csvs/supply_energy.csv", + eurostat=input_eurostat, + output: + costs=RESULTS + "graphs/costs.pdf", + energy=RESULTS + "graphs/energy.pdf", + balances=RESULTS + "graphs/balances-energy.pdf", + threads: 2 + resources: + mem_mb=10000, + log: + LOGS + "plot_summary.log", + benchmark: + BENCHMARKS + "plot_summary" + conda: + "../envs/environment.yaml" + script: + "../scripts/plot_summary.py" diff --git a/rules/retrieve.smk b/rules/retrieve.smk new file mode 100644 index 00000000..37deb44d --- /dev/null +++ b/rules/retrieve.smk @@ -0,0 +1,176 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +if config["enable"].get("retrieve_databundle", True): + datafiles = [ + "ch_cantons.csv", + "je-e-21.03.02.xls", + "eez/World_EEZ_v8_2014.shp", + "hydro_capacities.csv", + "naturalearth/ne_10m_admin_0_countries.shp", + "NUTS_2013_60M_SH/data/NUTS_RG_60M_2013.shp", + "nama_10r_3popgdp.tsv.gz", + "nama_10r_3gdp.tsv.gz", + "corine/g250_clc06_V18_5.tif", + ] + + if not config.get("tutorial", False): + datafiles.extend(["natura/Natura2000_end2015.shp", "GEBCO_2014_2D.nc"]) + + rule retrieve_databundle: + output: + expand("data/bundle/{file}", file=datafiles), + log: + LOGS + "retrieve_databundle.log", + resources: + mem_mb=1000, + retries: 2 + conda: + "../envs/environment.yaml" + script: + "../scripts/retrieve_databundle.py" + + +if config["enable"].get("retrieve_cutout", True): + + rule retrieve_cutout: + input: + HTTP.remote( + "zenodo.org/record/6382570/files/{cutout}.nc", + static=True, + ), + output: + protected("cutouts/" + CDIR + "{cutout}.nc"), + log: + "logs/" + CDIR + "retrieve_cutout_{cutout}.log", + resources: + mem_mb=5000, + retries: 2 + run: + move(input[0], output[0]) + + +if config["enable"].get("retrieve_cost_data", True): + + rule retrieve_cost_data: + input: + HTTP.remote( + "raw.githubusercontent.com/PyPSA/technology-data/{}/outputs/".format( + config["costs"]["version"] + ) + + "costs_{year}.csv", + keep_local=True, + ), + output: + "data/costs_{year}.csv", + log: + LOGS + "retrieve_cost_data_{year}.log", + resources: + mem_mb=1000, + retries: 2 + run: + move(input[0], output[0]) + + +if config["enable"].get("retrieve_natura_raster", True): + + rule retrieve_natura_raster: + input: + HTTP.remote( + "zenodo.org/record/4706686/files/natura.tiff", + keep_local=True, + static=True, + ), + output: + RESOURCES + "natura.tiff", + log: + LOGS + "retrieve_natura_raster.log", + resources: + mem_mb=5000, + retries: 2 + run: + move(input[0], output[0]) + + +if config["enable"].get("retrieve_sector_databundle", True): + datafiles = [ + "data/eea/UNFCCC_v23.csv", + "data/switzerland-sfoe/switzerland-new_format.csv", + "data/nuts/NUTS_RG_10M_2013_4326_LEVL_2.geojson", + "data/myb1-2017-nitro.xls", + "data/Industrial_Database.csv", + "data/emobility/KFZ__count", + "data/emobility/Pkw__count", + "data/h2_salt_caverns_GWh_per_sqkm.geojson", + directory("data/eurostat-energy_balances-june_2016_edition"), + directory("data/eurostat-energy_balances-may_2018_edition"), + directory("data/jrc-idees-2015"), + ] + + rule retrieve_sector_databundle: + output: + *datafiles, + log: + LOGS + "retrieve_sector_databundle.log", + retries: 2 + conda: + "../envs/environment.yaml" + script: + "../scripts/retrieve_sector_databundle.py" + + +if config["sector"]["gas_network"] or config["sector"]["H2_retrofit"]: + datafiles = [ + "IGGIELGN_LNGs.geojson", + "IGGIELGN_BorderPoints.geojson", + "IGGIELGN_Productions.geojson", + "IGGIELGN_PipeSegments.geojson", + ] + + rule retrieve_gas_infrastructure_data: + output: + expand("data/gas_network/scigrid-gas/data/{files}", files=datafiles), + log: + LOGS + "retrieve_gas_infrastructure_data.log", + retries: 2 + conda: + "../envs/environment.yaml" + script: + "../scripts/retrieve_gas_infrastructure_data.py" + + +rule retrieve_load_data: + input: + HTTP.remote( + "data.open-power-system-data.org/time_series/2019-06-05/time_series_60min_singleindex.csv", + keep_local=True, + static=True, + ), + output: + "data/load_raw.csv", + log: + LOGS + "retrieve_load_data.log", + resources: + mem_mb=5000, + retries: 2 + run: + move(input[0], output[0]) + + +rule retrieve_ship_raster: + input: + HTTP.remote( + "https://zenodo.org/record/6953563/files/shipdensity_global.zip", + keep_local=True, + static=True, + ), + output: + "data/shipdensity_global.zip", + log: + LOGS + "retrieve_ship_raster.log", + resources: + mem_mb=5000, + retries: 2 + run: + move(input[0], output[0]) diff --git a/rules/solve_electricity.smk b/rules/solve_electricity.smk new file mode 100644 index 00000000..8ddeca92 --- /dev/null +++ b/rules/solve_electricity.smk @@ -0,0 +1,59 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +rule solve_network: + input: + network=RESOURCES + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + output: + network=RESULTS + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + log: + solver=normpath( + LOGS + "solve_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_solver.log" + ), + python=LOGS + + "solve_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_python.log", + memory=LOGS + + "solve_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_memory.log", + benchmark: + BENCHMARKS + "solve_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}" + threads: 4 + resources: + mem_mb=memory, + shadow: + "minimal" + conda: + "../envs/environment.yaml" + script: + "../scripts/solve_network.py" + + +rule solve_operations_network: + input: + network=RESULTS + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc", + output: + network=RESULTS + "networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_op.nc", + log: + solver=normpath( + LOGS + + "solve_operations_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_op_solver.log" + ), + python=LOGS + + "solve_operations_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_op_python.log", + memory=LOGS + + "solve_operations_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}_op_memory.log", + benchmark: + ( + BENCHMARKS + + "solve_operations_network/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}" + ) + threads: 4 + resources: + mem_mb=(lambda w: 5000 + 372 * int(w.clusters)), + shadow: + "minimal" + conda: + "../envs/environment.yaml" + script: + "../scripts/solve_operations_network.py" diff --git a/rules/solve_myopic.smk b/rules/solve_myopic.smk new file mode 100644 index 00000000..041bee84 --- /dev/null +++ b/rules/solve_myopic.smk @@ -0,0 +1,106 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +rule add_existing_baseyear: + input: + overrides="data/override_component_attrs", + network=RESULTS + + "prenetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + powerplants=RESOURCES + "powerplants.csv", + busmap_s=RESOURCES + "busmap_elec_s{simpl}.csv", + busmap=RESOURCES + "busmap_elec_s{simpl}_{clusters}.csv", + clustered_pop_layout=RESOURCES + "pop_layout_elec_s{simpl}_{clusters}.csv", + costs="data/costs_{}.csv".format(config["scenario"]["planning_horizons"][0]), + cop_soil_total=RESOURCES + "cop_soil_total_elec_s{simpl}_{clusters}.nc", + cop_air_total=RESOURCES + "cop_air_total_elec_s{simpl}_{clusters}.nc", + existing_heating="data/existing_infrastructure/existing_heating_raw.csv", + existing_solar="data/existing_infrastructure/solar_capacity_IRENA.csv", + existing_onwind="data/existing_infrastructure/onwind_capacity_IRENA.csv", + existing_offwind="data/existing_infrastructure/offwind_capacity_IRENA.csv", + output: + RESULTS + + "prenetworks-brownfield/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + wildcard_constraints: + planning_horizons=config["scenario"]["planning_horizons"][0], #only applies to baseyear + threads: 1 + resources: + mem_mb=2000, + log: + LOGS + + "add_existing_baseyear_elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.log", + benchmark: + ( + BENCHMARKS + + "add_existing_baseyear/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/add_existing_baseyear.py" + + +rule add_brownfield: + input: + overrides="data/override_component_attrs", + network=RESULTS + + "prenetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + network_p=solved_previous_horizon, #solved network at previous time step + costs="data/costs_{planning_horizons}.csv", + cop_soil_total=RESOURCES + "cop_soil_total_elec_s{simpl}_{clusters}.nc", + cop_air_total=RESOURCES + "cop_air_total_elec_s{simpl}_{clusters}.nc", + output: + RESULTS + + "prenetworks-brownfield/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + threads: 4 + resources: + mem_mb=10000, + log: + LOGS + + "add_brownfield_elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.log", + benchmark: + ( + BENCHMARKS + + "add_brownfield/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/add_brownfield.py" + + +ruleorder: add_existing_baseyear > add_brownfield + + +rule solve_sector_network_myopic: + input: + overrides="data/override_component_attrs", + network=RESULTS + + "prenetworks-brownfield/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + costs="data/costs_{planning_horizons}.csv", + config=RESULTS + "configs/config.yaml", + output: + RESULTS + + "postnetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + shadow: + "shallow" + log: + solver=LOGS + + "elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}_solver.log", + python=LOGS + + "elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}_python.log", + memory=LOGS + + "elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}_memory.log", + threads: 4 + resources: + mem_mb=config["solving"]["mem"], + benchmark: + ( + BENCHMARKS + + "solve_sector_network/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/solve_network.py" diff --git a/rules/solve_overnight.smk b/rules/solve_overnight.smk new file mode 100644 index 00000000..c39662ec --- /dev/null +++ b/rules/solve_overnight.smk @@ -0,0 +1,38 @@ +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + + +rule solve_sector_network: + input: + overrides="data/override_component_attrs", + network=RESULTS + + "prenetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + costs="data/costs_{}.csv".format(config["costs"]["year"]), + config=RESULTS + "configs/config.yaml", + #env=RDIR + 'configs/environment.yaml', + output: + RESULTS + + "postnetworks/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}.nc", + shadow: + "shallow" + log: + solver=LOGS + + "elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}_solver.log", + python=LOGS + + "elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}_python.log", + memory=LOGS + + "elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}_memory.log", + threads: config["solving"]["solver"].get("threads", 4) + resources: + mem_mb=config["solving"]["mem"], + benchmark: + ( + RESULTS + + BENCHMARKS + + "solve_sector_network/elec_s{simpl}_{clusters}_l{ll}_{opts}_{sector_opts}_{planning_horizons}" + ) + conda: + "../envs/environment.yaml" + script: + "../scripts/solve_network.py" diff --git a/scripts/_helpers.py b/scripts/_helpers.py new file mode 100644 index 00000000..281ee9c2 --- /dev/null +++ b/scripts/_helpers.py @@ -0,0 +1,450 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +import contextlib +import logging +import os +import urllib +from pathlib import Path + +import pandas as pd +import pytz +import yaml +from pypsa.components import component_attrs, components +from pypsa.descriptors import Dict +from tqdm import tqdm + +logger = logging.getLogger(__name__) + +REGION_COLS = ["geometry", "name", "x", "y", "country"] + + +# Define a context manager to temporarily mute print statements +@contextlib.contextmanager +def mute_print(): + with open(os.devnull, "w") as devnull: + with contextlib.redirect_stdout(devnull): + yield + + +def configure_logging(snakemake, skip_handlers=False): + """ + Configure the basic behaviour for the logging module. + + Note: Must only be called once from the __main__ section of a script. + + The setup includes printing log messages to STDERR and to a log file defined + by either (in priority order): snakemake.log.python, snakemake.log[0] or "logs/{rulename}.log". + Additional keywords from logging.basicConfig are accepted via the snakemake configuration + file under snakemake.config.logging. + + Parameters + ---------- + snakemake : snakemake object + Your snakemake object containing a snakemake.config and snakemake.log. + skip_handlers : True | False (default) + Do (not) skip the default handlers created for redirecting output to STDERR and file. + """ + import logging + + kwargs = snakemake.config.get("logging", dict()).copy() + kwargs.setdefault("level", "INFO") + + if skip_handlers is False: + fallback_path = Path(__file__).parent.joinpath( + "..", "logs", f"{snakemake.rule}.log" + ) + logfile = snakemake.log.get( + "python", snakemake.log[0] if snakemake.log else fallback_path + ) + kwargs.update( + { + "handlers": [ + # Prefer the 'python' log, otherwise take the first log for each + # Snakemake rule + logging.FileHandler(logfile), + logging.StreamHandler(), + ] + } + ) + logging.basicConfig(**kwargs) + + +def load_network(import_name=None, custom_components=None): + """ + Helper for importing a pypsa.Network with additional custom components. + + Parameters + ---------- + import_name : str + As in pypsa.Network(import_name) + custom_components : dict + Dictionary listing custom components. + For using ``snakemake.config['override_components']`` + in ``config.yaml`` define: + + .. code:: yaml + + override_components: + ShadowPrice: + component: ["shadow_prices","Shadow price for a global constraint.",np.nan] + attributes: + name: ["string","n/a","n/a","Unique name","Input (required)"] + value: ["float","n/a",0.,"shadow value","Output"] + + Returns + ------- + pypsa.Network + """ + import pypsa + from pypsa.descriptors import Dict + + override_components = None + override_component_attrs = None + + if custom_components is not None: + override_components = pypsa.components.components.copy() + override_component_attrs = Dict( + {k: v.copy() for k, v in pypsa.components.component_attrs.items()} + ) + for k, v in custom_components.items(): + override_components.loc[k] = v["component"] + override_component_attrs[k] = pd.DataFrame( + columns=["type", "unit", "default", "description", "status"] + ) + for attr, val in v["attributes"].items(): + override_component_attrs[k].loc[attr] = val + + return pypsa.Network( + import_name=import_name, + override_components=override_components, + override_component_attrs=override_component_attrs, + ) + + +def load_network_for_plots(fn, tech_costs, config, combine_hydro_ps=True): + import pypsa + from add_electricity import load_costs, update_transmission_costs + + n = pypsa.Network(fn) + + n.loads["carrier"] = n.loads.bus.map(n.buses.carrier) + " load" + n.stores["carrier"] = n.stores.bus.map(n.buses.carrier) + + n.links["carrier"] = ( + n.links.bus0.map(n.buses.carrier) + "-" + n.links.bus1.map(n.buses.carrier) + ) + n.lines["carrier"] = "AC line" + n.transformers["carrier"] = "AC transformer" + + n.lines["s_nom"] = n.lines["s_nom_min"] + n.links["p_nom"] = n.links["p_nom_min"] + + if combine_hydro_ps: + n.storage_units.loc[ + n.storage_units.carrier.isin({"PHS", "hydro"}), "carrier" + ] = "hydro+PHS" + + # if the carrier was not set on the heat storage units + # bus_carrier = n.storage_units.bus.map(n.buses.carrier) + # n.storage_units.loc[bus_carrier == "heat","carrier"] = "water tanks" + + Nyears = n.snapshot_weightings.objective.sum() / 8760.0 + costs = load_costs(tech_costs, config["costs"], config["electricity"], Nyears) + update_transmission_costs(n, costs) + + return n + + +def update_p_nom_max(n): + # if extendable carriers (solar/onwind/...) have capacity >= 0, + # e.g. existing assets from the OPSD project are included to the network, + # the installed capacity might exceed the expansion limit. + # Hence, we update the assumptions. + + n.generators.p_nom_max = n.generators[["p_nom_min", "p_nom_max"]].max(1) + + +def aggregate_p_nom(n): + return pd.concat( + [ + n.generators.groupby("carrier").p_nom_opt.sum(), + n.storage_units.groupby("carrier").p_nom_opt.sum(), + n.links.groupby("carrier").p_nom_opt.sum(), + n.loads_t.p.groupby(n.loads.carrier, axis=1).sum().mean(), + ] + ) + + +def aggregate_p(n): + return pd.concat( + [ + n.generators_t.p.sum().groupby(n.generators.carrier).sum(), + n.storage_units_t.p.sum().groupby(n.storage_units.carrier).sum(), + n.stores_t.p.sum().groupby(n.stores.carrier).sum(), + -n.loads_t.p.sum().groupby(n.loads.carrier).sum(), + ] + ) + + +def aggregate_e_nom(n): + return pd.concat( + [ + (n.storage_units["p_nom_opt"] * n.storage_units["max_hours"]) + .groupby(n.storage_units["carrier"]) + .sum(), + n.stores["e_nom_opt"].groupby(n.stores.carrier).sum(), + ] + ) + + +def aggregate_p_curtailed(n): + return pd.concat( + [ + ( + ( + n.generators_t.p_max_pu.sum().multiply(n.generators.p_nom_opt) + - n.generators_t.p.sum() + ) + .groupby(n.generators.carrier) + .sum() + ), + ( + (n.storage_units_t.inflow.sum() - n.storage_units_t.p.sum()) + .groupby(n.storage_units.carrier) + .sum() + ), + ] + ) + + +def aggregate_costs(n, flatten=False, opts=None, existing_only=False): + components = dict( + Link=("p_nom", "p0"), + Generator=("p_nom", "p"), + StorageUnit=("p_nom", "p"), + Store=("e_nom", "p"), + Line=("s_nom", None), + Transformer=("s_nom", None), + ) + + costs = {} + for c, (p_nom, p_attr) in zip( + n.iterate_components(components.keys(), skip_empty=False), components.values() + ): + if c.df.empty: + continue + if not existing_only: + p_nom += "_opt" + costs[(c.list_name, "capital")] = ( + (c.df[p_nom] * c.df.capital_cost).groupby(c.df.carrier).sum() + ) + if p_attr is not None: + p = c.pnl[p_attr].sum() + if c.name == "StorageUnit": + p = p.loc[p > 0] + costs[(c.list_name, "marginal")] = ( + (p * c.df.marginal_cost).groupby(c.df.carrier).sum() + ) + costs = pd.concat(costs) + + if flatten: + assert opts is not None + conv_techs = opts["conv_techs"] + + costs = costs.reset_index(level=0, drop=True) + costs = costs["capital"].add( + costs["marginal"].rename({t: t + " marginal" for t in conv_techs}), + fill_value=0.0, + ) + + return costs + + +def progress_retrieve(url, file, disable=False): + if disable: + urllib.request.urlretrieve(url, file) + else: + with tqdm(unit="B", unit_scale=True, unit_divisor=1024, miniters=1) as t: + + def update_to(b=1, bsize=1, tsize=None): + if tsize is not None: + t.total = tsize + t.update(b * bsize - t.n) + + urllib.request.urlretrieve(url, file, reporthook=update_to) + + +def get_aggregation_strategies(aggregation_strategies): + # default aggregation strategies that cannot be defined in .yaml format must be specified within + # the function, otherwise (when defaults are passed in the function's definition) they get lost + # when custom values are specified in the config. + + import numpy as np + from pypsa.networkclustering import _make_consense + + bus_strategies = dict(country=_make_consense("Bus", "country")) + bus_strategies.update(aggregation_strategies.get("buses", {})) + + generator_strategies = {"build_year": lambda x: 0, "lifetime": lambda x: np.inf} + generator_strategies.update(aggregation_strategies.get("generators", {})) + + return bus_strategies, generator_strategies + + +def mock_snakemake(rulename, configfiles=[], **wildcards): + """ + This function is expected to be executed from the 'scripts'-directory of ' + the snakemake project. It returns a snakemake.script.Snakemake object, + based on the Snakefile. + + If a rule has wildcards, you have to specify them in **wildcards. + + Parameters + ---------- + rulename: str + name of the rule for which the snakemake object should be generated + configfiles: list, str + list of configfiles to be used to update the config + **wildcards: + keyword arguments fixing the wildcards. Only necessary if wildcards are + needed. + """ + import os + + import snakemake as sm + from packaging.version import Version, parse + from pypsa.descriptors import Dict + from snakemake.script import Snakemake + + script_dir = Path(__file__).parent.resolve() + root_dir = script_dir.parent + + user_in_script_dir = Path.cwd().resolve() == script_dir + if user_in_script_dir: + os.chdir(root_dir) + elif Path.cwd().resolve() != root_dir: + raise RuntimeError( + "mock_snakemake has to be run from the repository root" + f" {root_dir} or scripts directory {script_dir}" + ) + try: + for p in sm.SNAKEFILE_CHOICES: + if os.path.exists(p): + snakefile = p + break + kwargs = ( + dict(rerun_triggers=[]) if parse(sm.__version__) > Version("7.7.0") else {} + ) + if isinstance(configfiles, str): + configfiles = [configfiles] + + workflow = sm.Workflow(snakefile, overwrite_configfiles=configfiles, **kwargs) + workflow.include(snakefile) + + if configfiles: + for f in configfiles: + if not os.path.exists(f): + raise FileNotFoundError(f"Config file {f} does not exist.") + workflow.configfile(f) + + workflow.global_resources = {} + rule = workflow.get_rule(rulename) + dag = sm.dag.DAG(workflow, rules=[rule]) + wc = Dict(wildcards) + job = sm.jobs.Job(rule, dag, wc) + + def make_accessable(*ios): + for io in ios: + for i in range(len(io)): + io[i] = os.path.abspath(io[i]) + + make_accessable(job.input, job.output, job.log) + snakemake = Snakemake( + job.input, + job.output, + job.params, + job.wildcards, + job.threads, + job.resources, + job.log, + job.dag.workflow.config, + job.rule.name, + None, + ) + # create log and output dir if not existent + for path in list(snakemake.log) + list(snakemake.output): + Path(path).parent.mkdir(parents=True, exist_ok=True) + + finally: + if user_in_script_dir: + os.chdir(script_dir) + return snakemake + + +def override_component_attrs(directory): + """Tell PyPSA that links can have multiple outputs by + overriding the component_attrs. This can be done for + as many buses as you need with format busi for i = 2,3,4,5,.... + See https://pypsa.org/doc/components.html#link-with-multiple-outputs-or-inputs + + Parameters + ---------- + directory : string + Folder where component attributes to override are stored + analogous to ``pypsa/component_attrs``, e.g. `links.csv`. + + Returns + ------- + Dictionary of overridden component attributes. + """ + + attrs = Dict({k: v.copy() for k, v in component_attrs.items()}) + + for component, list_name in components.list_name.items(): + fn = f"{directory}/{list_name}.csv" + if os.path.isfile(fn): + overrides = pd.read_csv(fn, index_col=0, na_values="n/a") + attrs[component] = overrides.combine_first(attrs[component]) + + return attrs + + +def generate_periodic_profiles(dt_index, nodes, weekly_profile, localize=None): + """ + Give a 24*7 long list of weekly hourly profiles, generate this for each + country for the period dt_index, taking account of time zones and summer + time. + """ + + weekly_profile = pd.Series(weekly_profile, range(24 * 7)) + + week_df = pd.DataFrame(index=dt_index, columns=nodes) + + for node in nodes: + timezone = pytz.timezone(pytz.country_timezones[node[:2]][0]) + tz_dt_index = dt_index.tz_convert(timezone) + week_df[node] = [24 * dt.weekday() + dt.hour for dt in tz_dt_index] + week_df[node] = week_df[node].map(weekly_profile) + + week_df = week_df.tz_localize(localize) + + return week_df + + +def parse(l): + if len(l) == 1: + return yaml.safe_load(l[0]) + else: + return {l.pop(0): parse(l)} + + +def update_config_with_sector_opts(config, sector_opts): + from snakemake.utils import update_config + + for o in sector_opts.split("-"): + if o.startswith("CF+"): + l = o.split("+")[1:] + update_config(config, parse(l)) diff --git a/scripts/add_brownfield.py b/scripts/add_brownfield.py index 4bd13810..dc782838 100644 --- a/scripts/add_brownfield.py +++ b/scripts/add_brownfield.py @@ -1,4 +1,11 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Prepares brownfield data from previous planning horizon. +""" import logging @@ -10,9 +17,8 @@ import numpy as np import pypsa -import yaml +from _helpers import override_component_attrs, update_config_with_sector_opts from add_existing_baseyear import add_build_year_to_new_assets -from helper import override_component_attrs, update_config_with_sector_opts def add_brownfield(n, n_p, year): @@ -122,19 +128,19 @@ def add_brownfield(n, n_p, year): # %% if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "add_brownfield", simpl="", clusters="37", opts="", - lv=1.0, + ll="v1.0", sector_opts="168H-T-H-B-I-solar+p3-dist1", planning_horizons=2030, ) - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) update_config_with_sector_opts(snakemake.config, snakemake.wildcards.sector_opts) diff --git a/scripts/add_electricity.py b/scripts/add_electricity.py new file mode 100755 index 00000000..ef6ff347 --- /dev/null +++ b/scripts/add_electricity.py @@ -0,0 +1,839 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Adds electrical generators and existing hydro storage units to a base network. + +Relevant Settings +----------------- + +.. code:: yaml + + costs: + year: + version: + dicountrate: + emission_prices: + + electricity: + max_hours: + marginal_cost: + capital_cost: + conventional_carriers: + co2limit: + extendable_carriers: + estimate_renewable_capacities: + + + load: + scaling_factor: + + renewable: + hydro: + carriers: + hydro_max_hours: + hydro_capital_cost: + + lines: + length_factor: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at :ref:`costs_cf`, + :ref:`electricity_cf`, :ref:`load_cf`, :ref:`renewable_cf`, :ref:`lines_cf` + +Inputs +------ + +- ``resources/costs.csv``: The database of cost assumptions for all included technologies for specific years from various sources; e.g. discount rate, lifetime, investment (CAPEX), fixed operation and maintenance (FOM), variable operation and maintenance (VOM), fuel costs, efficiency, carbon-dioxide intensity. +- ``data/bundle/hydro_capacities.csv``: Hydropower plant store/discharge power capacities, energy storage capacity, and average hourly inflow by country. + + .. image:: img/hydrocapacities.png + :scale: 34 % + +- ``data/geth2015_hydro_capacities.csv``: alternative to capacities above; not currently used! +- ``resources/load.csv`` Hourly per-country load profiles. +- ``resources/regions_onshore.geojson``: confer :ref:`busregions` +- ``resources/nuts3_shapes.geojson``: confer :ref:`shapes` +- ``resources/powerplants.csv``: confer :ref:`powerplants` +- ``resources/profile_{}.nc``: all technologies in ``config["renewables"].keys()``, confer :ref:`renewableprofiles`. +- ``networks/base.nc``: confer :ref:`base` + +Outputs +------- + +- ``networks/elec.nc``: + + .. image:: img/elec.png + :scale: 33 % + +Description +----------- + +The rule :mod:`add_electricity` ties all the different data inputs from the preceding rules together into a detailed PyPSA network that is stored in ``networks/elec.nc``. It includes: + +- today's transmission topology and transfer capacities (optionally including lines which are under construction according to the config settings ``lines: under_construction`` and ``links: under_construction``), +- today's thermal and hydro power generation capacities (for the technologies listed in the config setting ``electricity: conventional_carriers``), and +- today's load time-series (upsampled in a top-down approach according to population and gross domestic product) + +It further adds extendable ``generators`` with **zero** capacity for + +- photovoltaic, onshore and AC- as well as DC-connected offshore wind installations with today's locational, hourly wind and solar capacity factors (but **no** current capacities), +- additional open- and combined-cycle gas turbines (if ``OCGT`` and/or ``CCGT`` is listed in the config setting ``electricity: extendable_carriers``) +""" + +import logging + +import geopandas as gpd +import numpy as np +import pandas as pd +import powerplantmatching as pm +import pypsa +import xarray as xr +from _helpers import configure_logging, update_p_nom_max +from powerplantmatching.export import map_country_bus +from vresutils import transfer as vtransfer + +idx = pd.IndexSlice + +logger = logging.getLogger(__name__) + + +def normed(s): + return s / s.sum() + + +def calculate_annuity(n, r): + """ + Calculate the annuity factor for an asset with lifetime n years and. + + discount rate of r, e.g. annuity(20, 0.05) * 20 = 1.6 + """ + if isinstance(r, pd.Series): + return pd.Series(1 / n, index=r.index).where( + r == 0, r / (1.0 - 1.0 / (1.0 + r) ** n) + ) + elif r > 0: + return r / (1.0 - 1.0 / (1.0 + r) ** n) + else: + return 1 / n + + +def _add_missing_carriers_from_costs(n, costs, carriers): + missing_carriers = pd.Index(carriers).difference(n.carriers.index) + if missing_carriers.empty: + return + + emissions_cols = ( + costs.columns.to_series().loc[lambda s: s.str.endswith("_emissions")].values + ) + suptechs = missing_carriers.str.split("-").str[0] + emissions = costs.loc[suptechs, emissions_cols].fillna(0.0) + emissions.index = missing_carriers + n.import_components_from_dataframe(emissions, "Carrier") + + +def load_costs(tech_costs, config, elec_config, Nyears=1.0): + # set all asset costs and other parameters + costs = pd.read_csv(tech_costs, index_col=[0, 1]).sort_index() + + # correct units to MW + costs.loc[costs.unit.str.contains("/kW"), "value"] *= 1e3 + costs.unit = costs.unit.str.replace("/kW", "/MW") + + fill_values = config["fill_values"] + costs = costs.value.unstack().fillna(fill_values) + + costs["capital_cost"] = ( + ( + calculate_annuity(costs["lifetime"], costs["discount rate"]) + + costs["FOM"] / 100.0 + ) + * costs["investment"] + * Nyears + ) + + costs.at["OCGT", "fuel"] = costs.at["gas", "fuel"] + costs.at["CCGT", "fuel"] = costs.at["gas", "fuel"] + + costs["marginal_cost"] = costs["VOM"] + costs["fuel"] / costs["efficiency"] + + costs = costs.rename(columns={"CO2 intensity": "co2_emissions"}) + + costs.at["OCGT", "co2_emissions"] = costs.at["gas", "co2_emissions"] + costs.at["CCGT", "co2_emissions"] = costs.at["gas", "co2_emissions"] + + costs.at["solar", "capital_cost"] = ( + config["rooftop_share"] * costs.at["solar-rooftop", "capital_cost"] + + (1 - config["rooftop_share"]) * costs.at["solar-utility", "capital_cost"] + ) + + def costs_for_storage(store, link1, link2=None, max_hours=1.0): + capital_cost = link1["capital_cost"] + max_hours * store["capital_cost"] + if link2 is not None: + capital_cost += link2["capital_cost"] + return pd.Series( + dict(capital_cost=capital_cost, marginal_cost=0.0, co2_emissions=0.0) + ) + + max_hours = elec_config["max_hours"] + costs.loc["battery"] = costs_for_storage( + costs.loc["battery storage"], + costs.loc["battery inverter"], + max_hours=max_hours["battery"], + ) + costs.loc["H2"] = costs_for_storage( + costs.loc["hydrogen storage underground"], + costs.loc["fuel cell"], + costs.loc["electrolysis"], + max_hours=max_hours["H2"], + ) + + for attr in ("marginal_cost", "capital_cost"): + overwrites = config.get(attr) + if overwrites is not None: + overwrites = pd.Series(overwrites) + costs.loc[overwrites.index, attr] = overwrites + + return costs + + +def load_powerplants(ppl_fn): + carrier_dict = { + "ocgt": "OCGT", + "ccgt": "CCGT", + "bioenergy": "biomass", + "ccgt, thermal": "CCGT", + "hard coal": "coal", + } + return ( + pd.read_csv(ppl_fn, index_col=0, dtype={"bus": "str"}) + .powerplant.to_pypsa_names() + .rename(columns=str.lower) + .replace({"carrier": carrier_dict}) + ) + + +def attach_load(n, regions, load, nuts3_shapes, countries, scaling=1.0): + substation_lv_i = n.buses.index[n.buses["substation_lv"]] + regions = gpd.read_file(regions).set_index("name").reindex(substation_lv_i) + opsd_load = pd.read_csv(load, index_col=0, parse_dates=True).filter(items=countries) + + logger.info(f"Load data scaled with scalling factor {scaling}.") + opsd_load *= scaling + + nuts3 = gpd.read_file(nuts3_shapes).set_index("index") + + def upsample(cntry, group): + l = opsd_load[cntry] + if len(group) == 1: + return pd.DataFrame({group.index[0]: l}) + else: + nuts3_cntry = nuts3.loc[nuts3.country == cntry] + transfer = vtransfer.Shapes2Shapes( + group, nuts3_cntry.geometry, normed=False + ).T.tocsr() + gdp_n = pd.Series( + transfer.dot(nuts3_cntry["gdp"].fillna(1.0).values), index=group.index + ) + pop_n = pd.Series( + transfer.dot(nuts3_cntry["pop"].fillna(1.0).values), index=group.index + ) + + # relative factors 0.6 and 0.4 have been determined from a linear + # regression on the country to continent load data + factors = normed(0.6 * normed(gdp_n) + 0.4 * normed(pop_n)) + return pd.DataFrame( + factors.values * l.values[:, np.newaxis], + index=l.index, + columns=factors.index, + ) + + load = pd.concat( + [ + upsample(cntry, group) + for cntry, group in regions.geometry.groupby(regions.country) + ], + axis=1, + ) + + n.madd("Load", substation_lv_i, bus=substation_lv_i, p_set=load) + + +def update_transmission_costs(n, costs, length_factor=1.0): + # TODO: line length factor of lines is applied to lines and links. + # Separate the function to distinguish. + + n.lines["capital_cost"] = ( + n.lines["length"] * length_factor * costs.at["HVAC overhead", "capital_cost"] + ) + + if n.links.empty: + return + + dc_b = n.links.carrier == "DC" + + # If there are no dc links, then the 'underwater_fraction' column + # may be missing. Therefore we have to return here. + if n.links.loc[dc_b].empty: + return + + costs = ( + n.links.loc[dc_b, "length"] + * length_factor + * ( + (1.0 - n.links.loc[dc_b, "underwater_fraction"]) + * costs.at["HVDC overhead", "capital_cost"] + + n.links.loc[dc_b, "underwater_fraction"] + * costs.at["HVDC submarine", "capital_cost"] + ) + + costs.at["HVDC inverter pair", "capital_cost"] + ) + n.links.loc[dc_b, "capital_cost"] = costs + + +def attach_wind_and_solar( + n, costs, input_profiles, technologies, extendable_carriers, line_length_factor=1 +): + # TODO: rename tech -> carrier, technologies -> carriers + _add_missing_carriers_from_costs(n, costs, technologies) + + for tech in technologies: + if tech == "hydro": + continue + + with xr.open_dataset(getattr(input_profiles, "profile_" + tech)) as ds: + if ds.indexes["bus"].empty: + continue + + suptech = tech.split("-", 2)[0] + if suptech == "offwind": + underwater_fraction = ds["underwater_fraction"].to_pandas() + connection_cost = ( + line_length_factor + * ds["average_distance"].to_pandas() + * ( + underwater_fraction + * costs.at[tech + "-connection-submarine", "capital_cost"] + + (1.0 - underwater_fraction) + * costs.at[tech + "-connection-underground", "capital_cost"] + ) + ) + capital_cost = ( + costs.at["offwind", "capital_cost"] + + costs.at[tech + "-station", "capital_cost"] + + connection_cost + ) + logger.info( + "Added connection cost of {:0.0f}-{:0.0f} Eur/MW/a to {}".format( + connection_cost.min(), connection_cost.max(), tech + ) + ) + else: + capital_cost = costs.at[tech, "capital_cost"] + + n.madd( + "Generator", + ds.indexes["bus"], + " " + tech, + bus=ds.indexes["bus"], + carrier=tech, + p_nom_extendable=tech in extendable_carriers["Generator"], + p_nom_max=ds["p_nom_max"].to_pandas(), + weight=ds["weight"].to_pandas(), + marginal_cost=costs.at[suptech, "marginal_cost"], + capital_cost=capital_cost, + efficiency=costs.at[suptech, "efficiency"], + p_max_pu=ds["profile"].transpose("time", "bus").to_pandas(), + ) + + +def attach_conventional_generators( + n, + costs, + ppl, + conventional_carriers, + extendable_carriers, + conventional_config, + conventional_inputs, +): + carriers = set(conventional_carriers) | set(extendable_carriers["Generator"]) + _add_missing_carriers_from_costs(n, costs, carriers) + + ppl = ( + ppl.query("carrier in @carriers") + .join(costs, on="carrier", rsuffix="_r") + .rename(index=lambda s: "C" + str(s)) + ) + ppl["efficiency"] = ppl.efficiency.fillna(ppl.efficiency_r) + ppl["marginal_cost"] = ( + ppl.carrier.map(costs.VOM) + ppl.carrier.map(costs.fuel) / ppl.efficiency + ) + + logger.info( + "Adding {} generators with capacities [GW] \n{}".format( + len(ppl), ppl.groupby("carrier").p_nom.sum().div(1e3).round(2) + ) + ) + + n.madd( + "Generator", + ppl.index, + carrier=ppl.carrier, + bus=ppl.bus, + p_nom_min=ppl.p_nom.where(ppl.carrier.isin(conventional_carriers), 0), + p_nom=ppl.p_nom.where(ppl.carrier.isin(conventional_carriers), 0), + p_nom_extendable=ppl.carrier.isin(extendable_carriers["Generator"]), + efficiency=ppl.efficiency, + marginal_cost=ppl.marginal_cost, + capital_cost=ppl.capital_cost, + build_year=ppl.datein.fillna(0).astype(int), + lifetime=(ppl.dateout - ppl.datein).fillna(np.inf), + ) + + for carrier in conventional_config: + # Generators with technology affected + idx = n.generators.query("carrier == @carrier").index + + for attr in list(set(conventional_config[carrier]) & set(n.generators)): + values = conventional_config[carrier][attr] + + if f"conventional_{carrier}_{attr}" in conventional_inputs: + # Values affecting generators of technology k country-specific + # First map generator buses to countries; then map countries to p_max_pu + values = pd.read_csv(values, index_col=0).iloc[:, 0] + bus_values = n.buses.country.map(values) + n.generators[attr].update( + n.generators.loc[idx].bus.map(bus_values).dropna() + ) + else: + # Single value affecting all generators of technology k indiscriminantely of country + n.generators.loc[idx, attr] = values + + +def attach_hydro(n, costs, ppl, profile_hydro, hydro_capacities, carriers, **config): + _add_missing_carriers_from_costs(n, costs, carriers) + + ppl = ( + ppl.query('carrier == "hydro"') + .reset_index(drop=True) + .rename(index=lambda s: str(s) + " hydro") + ) + ror = ppl.query('technology == "Run-Of-River"') + phs = ppl.query('technology == "Pumped Storage"') + hydro = ppl.query('technology == "Reservoir"') + + country = ppl["bus"].map(n.buses.country).rename("country") + + inflow_idx = ror.index.union(hydro.index) + if not inflow_idx.empty: + dist_key = ppl.loc[inflow_idx, "p_nom"].groupby(country).transform(normed) + + with xr.open_dataarray(profile_hydro) as inflow: + inflow_countries = pd.Index(country[inflow_idx]) + missing_c = inflow_countries.unique().difference( + inflow.indexes["countries"] + ) + assert missing_c.empty, ( + f"'{profile_hydro}' is missing " + f"inflow time-series for at least one country: {', '.join(missing_c)}" + ) + + inflow_t = ( + inflow.sel(countries=inflow_countries) + .rename({"countries": "name"}) + .assign_coords(name=inflow_idx) + .transpose("time", "name") + .to_pandas() + .multiply(dist_key, axis=1) + ) + + if "ror" in carriers and not ror.empty: + n.madd( + "Generator", + ror.index, + carrier="ror", + bus=ror["bus"], + p_nom=ror["p_nom"], + efficiency=costs.at["ror", "efficiency"], + capital_cost=costs.at["ror", "capital_cost"], + weight=ror["p_nom"], + p_max_pu=( + inflow_t[ror.index] + .divide(ror["p_nom"], axis=1) + .where(lambda df: df <= 1.0, other=1.0) + ), + ) + + if "PHS" in carriers and not phs.empty: + # fill missing max hours to config value and + # assume no natural inflow due to lack of data + max_hours = config.get("PHS_max_hours", 6) + phs = phs.replace({"max_hours": {0: max_hours}}) + n.madd( + "StorageUnit", + phs.index, + carrier="PHS", + bus=phs["bus"], + p_nom=phs["p_nom"], + capital_cost=costs.at["PHS", "capital_cost"], + max_hours=phs["max_hours"], + efficiency_store=np.sqrt(costs.at["PHS", "efficiency"]), + efficiency_dispatch=np.sqrt(costs.at["PHS", "efficiency"]), + cyclic_state_of_charge=True, + ) + + if "hydro" in carriers and not hydro.empty: + hydro_max_hours = config.get("hydro_max_hours") + + assert hydro_max_hours is not None, "No path for hydro capacities given." + + hydro_stats = pd.read_csv( + hydro_capacities, comment="#", na_values="-", index_col=0 + ) + e_target = hydro_stats["E_store[TWh]"].clip(lower=0.2) * 1e6 + e_installed = hydro.eval("p_nom * max_hours").groupby(hydro.country).sum() + e_missing = e_target - e_installed + missing_mh_i = hydro.query("max_hours.isnull()").index + + if hydro_max_hours == "energy_capacity_totals_by_country": + # watch out some p_nom values like IE's are totally underrepresented + max_hours_country = ( + e_missing / hydro.loc[missing_mh_i].groupby("country").p_nom.sum() + ) + + elif hydro_max_hours == "estimate_by_large_installations": + max_hours_country = ( + hydro_stats["E_store[TWh]"] * 1e3 / hydro_stats["p_nom_discharge[GW]"] + ) + + max_hours_country.clip(0, inplace=True) + + missing_countries = pd.Index(hydro["country"].unique()).difference( + max_hours_country.dropna().index + ) + if not missing_countries.empty: + logger.warning( + "Assuming max_hours=6 for hydro reservoirs in the countries: {}".format( + ", ".join(missing_countries) + ) + ) + hydro_max_hours = hydro.max_hours.where( + hydro.max_hours > 0, hydro.country.map(max_hours_country) + ).fillna(6) + + n.madd( + "StorageUnit", + hydro.index, + carrier="hydro", + bus=hydro["bus"], + p_nom=hydro["p_nom"], + max_hours=hydro_max_hours, + capital_cost=costs.at["hydro", "capital_cost"], + marginal_cost=costs.at["hydro", "marginal_cost"], + p_max_pu=1.0, # dispatch + p_min_pu=0.0, # store + efficiency_dispatch=costs.at["hydro", "efficiency"], + efficiency_store=0.0, + cyclic_state_of_charge=True, + inflow=inflow_t.loc[:, hydro.index], + ) + + +def attach_extendable_generators(n, costs, ppl, carriers): + logger.warning( + "The function `attach_extendable_generators` is deprecated in v0.5.0." + ) + _add_missing_carriers_from_costs(n, costs, carriers) + + for tech in carriers: + if tech.startswith("OCGT"): + ocgt = ( + ppl.query("carrier in ['OCGT', 'CCGT']") + .groupby("bus", as_index=False) + .first() + ) + n.madd( + "Generator", + ocgt.index, + suffix=" OCGT", + bus=ocgt["bus"], + carrier=tech, + p_nom_extendable=True, + p_nom=0.0, + capital_cost=costs.at["OCGT", "capital_cost"], + marginal_cost=costs.at["OCGT", "marginal_cost"], + efficiency=costs.at["OCGT", "efficiency"], + ) + + elif tech.startswith("CCGT"): + ccgt = ( + ppl.query("carrier in ['OCGT', 'CCGT']") + .groupby("bus", as_index=False) + .first() + ) + n.madd( + "Generator", + ccgt.index, + suffix=" CCGT", + bus=ccgt["bus"], + carrier=tech, + p_nom_extendable=True, + p_nom=0.0, + capital_cost=costs.at["CCGT", "capital_cost"], + marginal_cost=costs.at["CCGT", "marginal_cost"], + efficiency=costs.at["CCGT", "efficiency"], + ) + + elif tech.startswith("nuclear"): + nuclear = ( + ppl.query("carrier == 'nuclear'").groupby("bus", as_index=False).first() + ) + n.madd( + "Generator", + nuclear.index, + suffix=" nuclear", + bus=nuclear["bus"], + carrier=tech, + p_nom_extendable=True, + p_nom=0.0, + capital_cost=costs.at["nuclear", "capital_cost"], + marginal_cost=costs.at["nuclear", "marginal_cost"], + efficiency=costs.at["nuclear", "efficiency"], + ) + + else: + raise NotImplementedError( + "Adding extendable generators for carrier " + "'{tech}' is not implemented, yet. " + "Only OCGT, CCGT and nuclear are allowed at the moment." + ) + + +def attach_OPSD_renewables(n, tech_map): + tech_string = ", ".join(sum(tech_map.values(), [])) + logger.info(f"Using OPSD renewable capacities for carriers {tech_string}.") + + df = pm.data.OPSD_VRE().powerplant.convert_country_to_alpha2() + technology_b = ~df.Technology.isin(["Onshore", "Offshore"]) + df["Fueltype"] = df.Fueltype.where(technology_b, df.Technology).replace( + {"Solar": "PV"} + ) + df = df.query("Fueltype in @tech_map").powerplant.convert_country_to_alpha2() + + for fueltype, carriers in tech_map.items(): + gens = n.generators[lambda df: df.carrier.isin(carriers)] + buses = n.buses.loc[gens.bus.unique()] + gens_per_bus = gens.groupby("bus").p_nom.count() + + caps = map_country_bus(df.query("Fueltype == @fueltype"), buses) + caps = caps.groupby(["bus"]).Capacity.sum() + caps = caps / gens_per_bus.reindex(caps.index, fill_value=1) + + n.generators.p_nom.update(gens.bus.map(caps).dropna()) + n.generators.p_nom_min.update(gens.bus.map(caps).dropna()) + + +def estimate_renewable_capacities(n, config): + year = config["electricity"]["estimate_renewable_capacities"]["year"] + tech_map = config["electricity"]["estimate_renewable_capacities"][ + "technology_mapping" + ] + countries = config["countries"] + expansion_limit = config["electricity"]["estimate_renewable_capacities"][ + "expansion_limit" + ] + + if not len(countries) or not len(tech_map): + return + + capacities = pm.data.IRENASTAT().powerplant.convert_country_to_alpha2() + capacities = capacities.query( + "Year == @year and Technology in @tech_map and Country in @countries" + ) + capacities = capacities.groupby(["Technology", "Country"]).Capacity.sum() + + logger.info( + f"Heuristics applied to distribute renewable capacities [GW]: " + f"\n{capacities.groupby('Technology').sum().div(1e3).round(2)}" + ) + + for ppm_technology, techs in tech_map.items(): + tech_i = n.generators.query("carrier in @techs").index + stats = capacities.loc[ppm_technology].reindex(countries, fill_value=0.0) + country = n.generators.bus[tech_i].map(n.buses.country) + existent = n.generators.p_nom[tech_i].groupby(country).sum() + missing = stats - existent + dist = n.generators_t.p_max_pu.mean() * n.generators.p_nom_max + + n.generators.loc[tech_i, "p_nom"] += ( + dist[tech_i] + .groupby(country) + .transform(lambda s: normed(s) * missing[s.name]) + .where(lambda s: s > 0.1, 0.0) # only capacities above 100kW + ) + n.generators.loc[tech_i, "p_nom_min"] = n.generators.loc[tech_i, "p_nom"] + + if expansion_limit: + assert np.isscalar(expansion_limit) + logger.info( + f"Reducing capacity expansion limit to {expansion_limit*100:.2f}% of installed capacity." + ) + n.generators.loc[tech_i, "p_nom_max"] = ( + expansion_limit * n.generators.loc[tech_i, "p_nom_min"] + ) + + +def add_nice_carrier_names(n, config): + carrier_i = n.carriers.index + nice_names = ( + pd.Series(config["plotting"]["nice_names"]) + .reindex(carrier_i) + .fillna(carrier_i.to_series().str.title()) + ) + n.carriers["nice_name"] = nice_names + colors = pd.Series(config["plotting"]["tech_colors"]).reindex(carrier_i) + if colors.isna().any(): + missing_i = list(colors.index[colors.isna()]) + logger.warning(f"tech_colors for carriers {missing_i} not defined in config.") + n.carriers["color"] = colors + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("add_electricity") + configure_logging(snakemake) + + n = pypsa.Network(snakemake.input.base_network) + Nyears = n.snapshot_weightings.objective.sum() / 8760.0 + + costs = load_costs( + snakemake.input.tech_costs, + snakemake.config["costs"], + snakemake.config["electricity"], + Nyears, + ) + ppl = load_powerplants(snakemake.input.powerplants) + + if "renewable_carriers" in snakemake.config["electricity"]: + renewable_carriers = set(snakemake.config["electricity"]["renewable_carriers"]) + else: + logger.warning( + "Missing key `renewable_carriers` under config entry `electricity`. " + "In future versions, this will raise an error. " + "Falling back to carriers listed under `renewable`." + ) + renewable_carriers = snakemake.config["renewable"] + + extendable_carriers = snakemake.config["electricity"]["extendable_carriers"] + if not (set(renewable_carriers) & set(extendable_carriers["Generator"])): + logger.warning( + "No renewables found in config entry `extendable_carriers`. " + "In future versions, these have to be explicitly listed. " + "Falling back to all renewables." + ) + + conventional_carriers = snakemake.config["electricity"]["conventional_carriers"] + + attach_load( + n, + snakemake.input.regions, + snakemake.input.load, + snakemake.input.nuts3_shapes, + snakemake.config["countries"], + snakemake.config["load"]["scaling_factor"], + ) + + update_transmission_costs(n, costs, snakemake.config["lines"]["length_factor"]) + + conventional_inputs = { + k: v for k, v in snakemake.input.items() if k.startswith("conventional_") + } + attach_conventional_generators( + n, + costs, + ppl, + conventional_carriers, + extendable_carriers, + snakemake.config.get("conventional", {}), + conventional_inputs, + ) + + attach_wind_and_solar( + n, + costs, + snakemake.input, + renewable_carriers, + extendable_carriers, + snakemake.config["lines"]["length_factor"], + ) + + if "hydro" in renewable_carriers: + conf = snakemake.config["renewable"]["hydro"] + attach_hydro( + n, + costs, + ppl, + snakemake.input.profile_hydro, + snakemake.input.hydro_capacities, + conf.pop("carriers", []), + **conf, + ) + + if "estimate_renewable_capacities" not in snakemake.config["electricity"]: + logger.warning( + "Missing key `estimate_renewable_capacities` under config entry `electricity`. " + "In future versions, this will raise an error. " + "Falling back to whether ``estimate_renewable_capacities_from_capacity_stats`` is in the config." + ) + if ( + "estimate_renewable_capacities_from_capacity_stats" + in snakemake.config["electricity"] + ): + estimate_renewable_caps = { + "enable": True, + **snakemake.config["electricity"][ + "estimate_renewable_capacities_from_capacity_stats" + ], + } + else: + estimate_renewable_caps = {"enable": False} + else: + estimate_renewable_caps = snakemake.config["electricity"][ + "estimate_renewable_capacities" + ] + if "enable" not in estimate_renewable_caps: + logger.warning( + "Missing key `enable` under config entry `estimate_renewable_capacities`. " + "In future versions, this will raise an error. Falling back to False." + ) + estimate_renewable_caps = {"enable": False} + if "from_opsd" not in estimate_renewable_caps: + logger.warning( + "Missing key `from_opsd` under config entry `estimate_renewable_capacities`. " + "In future versions, this will raise an error. " + "Falling back to whether `renewable_capacities_from_opsd` is non-empty." + ) + from_opsd = bool( + snakemake.config["electricity"].get("renewable_capacities_from_opsd", False) + ) + estimate_renewable_caps["from_opsd"] = from_opsd + + if estimate_renewable_caps["enable"]: + if estimate_renewable_caps["from_opsd"]: + tech_map = snakemake.config["electricity"]["estimate_renewable_capacities"][ + "technology_mapping" + ] + attach_OPSD_renewables(n, tech_map) + estimate_renewable_capacities(n, snakemake.config) + + update_p_nom_max(n) + + add_nice_carrier_names(n, snakemake.config) + + n.meta = snakemake.config + n.export_to_netcdf(snakemake.output[0]) diff --git a/scripts/add_existing_baseyear.py b/scripts/add_existing_baseyear.py index 41c0fada..a81d606d 100644 --- a/scripts/add_existing_baseyear.py +++ b/scripts/add_existing_baseyear.py @@ -1,4 +1,12 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Adds existing power and heat generation capacities for initial planning +horizon. +""" import logging @@ -10,13 +18,15 @@ from types import SimpleNamespace +import country_converter as coco import numpy as np import pypsa import xarray as xr -import yaml -from helper import override_component_attrs, update_config_with_sector_opts +from _helpers import override_component_attrs, update_config_with_sector_opts from prepare_sector_network import cluster_heat_buses, define_spatial, prepare_costs +cc = coco.CountryConverter() + spatial = SimpleNamespace() @@ -53,8 +63,6 @@ def add_existing_renewables(df_agg): power plants. """ - cc = pd.read_csv(snakemake.input.country_codes, index_col=0) - carriers = {"solar": "solar", "onwind": "onwind", "offwind": "offwind-ac"} for tech in ["solar", "onwind", "offwind"]: @@ -62,17 +70,7 @@ def add_existing_renewables(df_agg): df = pd.read_csv(snakemake.input[f"existing_{tech}"], index_col=0).fillna(0.0) df.columns = df.columns.astype(int) - - rename_countries = { - "Czechia": "Czech Republic", - "UK": "United Kingdom", - "Bosnia Herzg": "Bosnia Herzegovina", - "North Macedonia": "Macedonia", - } - - df.rename(index=rename_countries, inplace=True) - - df.rename(index=cc["2 letter code (ISO-3166-2)"], inplace=True) + df.index = cc.convert(df.index, to="iso2") # calculate yearly differences df.insert(loc=0, value=0.0, column="1999") @@ -160,7 +158,10 @@ def add_power_capacities_installed_before_baseyear(n, grouping_years, costs, bas mean = df_agg.loc[biomass_i, "DateIn"].mean() df_agg.loc[biomass_i, "DateIn"] = df_agg.loc[biomass_i, "DateIn"].fillna(int(mean)) # Fill missing DateOut - dateout = df_agg.loc[biomass_i, "DateIn"] + snakemake.config["costs"]["lifetime"] + dateout = ( + df_agg.loc[biomass_i, "DateIn"] + + snakemake.config["costs"]["fill_values"]["lifetime"] + ) df_agg.loc[biomass_i, "DateOut"] = df_agg.loc[biomass_i, "DateOut"].fillna(dateout) # drop assets which are already phased out / decommissioned @@ -417,9 +418,7 @@ def add_heating_capacities_installed_before_baseyear( # convert GW to MW df *= 1e3 - cc = pd.read_csv(snakemake.input.country_codes, index_col=0) - - df.rename(index=cc["2 letter code (ISO-3166-2)"], inplace=True) + df.index = cc.convert(df.index, to="iso2") # coal and oil boilers are assimilated to oil boilers df["oil boiler"] = df["oil boiler"] + df["coal boiler"] @@ -437,10 +436,10 @@ def add_heating_capacities_installed_before_baseyear( ratio_residential = pd.Series( [ ( - n.loads_t.p_set.sum()["{} residential rural heat".format(node)] + n.loads_t.p_set.sum()[f"{node} residential rural heat"] / ( - n.loads_t.p_set.sum()["{} residential rural heat".format(node)] - + n.loads_t.p_set.sum()["{} services rural heat".format(node)] + n.loads_t.p_set.sum()[f"{node} residential rural heat"] + + n.loads_t.p_set.sum()[f"{node} services rural heat"] ) ) for node in nodal_df.index @@ -600,19 +599,19 @@ def add_heating_capacities_installed_before_baseyear( # %% if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "add_existing_baseyear", simpl="", clusters="45", - lv=1.0, + ll="v1.0", opts="", sector_opts="8760H-T-H-B-I-A-solar+p3-dist1", planning_horizons=2020, ) - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) update_config_with_sector_opts(snakemake.config, snakemake.wildcards.sector_opts) @@ -630,10 +629,8 @@ def add_heating_capacities_installed_before_baseyear( Nyears = n.snapshot_weightings.generators.sum() / 8760.0 costs = prepare_costs( snakemake.input.costs, - snakemake.config["costs"]["USD2013_to_EUR2013"], - snakemake.config["costs"]["discountrate"], + snakemake.config["costs"], Nyears, - snakemake.config["costs"]["lifetime"], ) grouping_years_power = snakemake.config["existing_capacities"][ @@ -656,7 +653,7 @@ def add_heating_capacities_installed_before_baseyear( .to_pandas() .reindex(index=n.snapshots) ) - default_lifetime = snakemake.config["costs"]["lifetime"] + default_lifetime = snakemake.config["costs"]["fill_values"]["lifetime"] add_heating_capacities_installed_before_baseyear( n, baseyear, diff --git a/scripts/add_extra_components.py b/scripts/add_extra_components.py new file mode 100644 index 00000000..b507148d --- /dev/null +++ b/scripts/add_extra_components.py @@ -0,0 +1,252 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Adds extra extendable components to the clustered and simplified network. + +Relevant Settings +----------------- + +.. code:: yaml + + costs: + year: + version: + dicountrate: + emission_prices: + + electricity: + max_hours: + marginal_cost: + capital_cost: + extendable_carriers: + StorageUnit: + Store: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at :ref:`costs_cf`, + :ref:`electricity_cf` + +Inputs +------ + +- ``resources/costs.csv``: The database of cost assumptions for all included technologies for specific years from various sources; e.g. discount rate, lifetime, investment (CAPEX), fixed operation and maintenance (FOM), variable operation and maintenance (VOM), fuel costs, efficiency, carbon-dioxide intensity. + +Outputs +------- + +- ``networks/elec_s{simpl}_{clusters}_ec.nc``: + + +Description +----------- + +The rule :mod:`add_extra_components` attaches additional extendable components to the clustered and simplified network. These can be configured in the ``config.yaml`` at ``electricity: extendable_carriers:``. It processes ``networks/elec_s{simpl}_{clusters}.nc`` to build ``networks/elec_s{simpl}_{clusters}_ec.nc``, which in contrast to the former (depending on the configuration) contain with **zero** initial capacity + +- ``StorageUnits`` of carrier 'H2' and/or 'battery'. If this option is chosen, every bus is given an extendable ``StorageUnit`` of the corresponding carrier. The energy and power capacities are linked through a parameter that specifies the energy capacity as maximum hours at full dispatch power and is configured in ``electricity: max_hours:``. This linkage leads to one investment variable per storage unit. The default ``max_hours`` lead to long-term hydrogen and short-term battery storage units. + +- ``Stores`` of carrier 'H2' and/or 'battery' in combination with ``Links``. If this option is chosen, the script adds extra buses with corresponding carrier where energy ``Stores`` are attached and which are connected to the corresponding power buses via two links, one each for charging and discharging. This leads to three investment variables for the energy capacity, charging and discharging capacity of the storage unit. +""" +import logging + +import numpy as np +import pandas as pd +import pypsa +from _helpers import configure_logging +from add_electricity import ( + _add_missing_carriers_from_costs, + add_nice_carrier_names, + load_costs, +) + +idx = pd.IndexSlice + +logger = logging.getLogger(__name__) + + +def attach_storageunits(n, costs, elec_opts): + carriers = elec_opts["extendable_carriers"]["StorageUnit"] + max_hours = elec_opts["max_hours"] + + _add_missing_carriers_from_costs(n, costs, carriers) + + buses_i = n.buses.index + + lookup_store = {"H2": "electrolysis", "battery": "battery inverter"} + lookup_dispatch = {"H2": "fuel cell", "battery": "battery inverter"} + + for carrier in carriers: + roundtrip_correction = 0.5 if carrier == "battery" else 1 + + n.madd( + "StorageUnit", + buses_i, + " " + carrier, + bus=buses_i, + carrier=carrier, + p_nom_extendable=True, + capital_cost=costs.at[carrier, "capital_cost"], + marginal_cost=costs.at[carrier, "marginal_cost"], + efficiency_store=costs.at[lookup_store[carrier], "efficiency"] + ** roundtrip_correction, + efficiency_dispatch=costs.at[lookup_dispatch[carrier], "efficiency"] + ** roundtrip_correction, + max_hours=max_hours[carrier], + cyclic_state_of_charge=True, + ) + + +def attach_stores(n, costs, elec_opts): + carriers = elec_opts["extendable_carriers"]["Store"] + + _add_missing_carriers_from_costs(n, costs, carriers) + + buses_i = n.buses.index + bus_sub_dict = {k: n.buses[k].values for k in ["x", "y", "country"]} + + if "H2" in carriers: + h2_buses_i = n.madd("Bus", buses_i + " H2", carrier="H2", **bus_sub_dict) + + n.madd( + "Store", + h2_buses_i, + bus=h2_buses_i, + carrier="H2", + e_nom_extendable=True, + e_cyclic=True, + capital_cost=costs.at["hydrogen storage underground", "capital_cost"], + ) + + n.madd( + "Link", + h2_buses_i + " Electrolysis", + bus0=buses_i, + bus1=h2_buses_i, + carrier="H2 electrolysis", + p_nom_extendable=True, + efficiency=costs.at["electrolysis", "efficiency"], + capital_cost=costs.at["electrolysis", "capital_cost"], + marginal_cost=costs.at["electrolysis", "marginal_cost"], + ) + + n.madd( + "Link", + h2_buses_i + " Fuel Cell", + bus0=h2_buses_i, + bus1=buses_i, + carrier="H2 fuel cell", + p_nom_extendable=True, + efficiency=costs.at["fuel cell", "efficiency"], + # NB: fixed cost is per MWel + capital_cost=costs.at["fuel cell", "capital_cost"] + * costs.at["fuel cell", "efficiency"], + marginal_cost=costs.at["fuel cell", "marginal_cost"], + ) + + if "battery" in carriers: + b_buses_i = n.madd( + "Bus", buses_i + " battery", carrier="battery", **bus_sub_dict + ) + + n.madd( + "Store", + b_buses_i, + bus=b_buses_i, + carrier="battery", + e_cyclic=True, + e_nom_extendable=True, + capital_cost=costs.at["battery storage", "capital_cost"], + marginal_cost=costs.at["battery", "marginal_cost"], + ) + + n.madd( + "Link", + b_buses_i + " charger", + bus0=buses_i, + bus1=b_buses_i, + carrier="battery charger", + # the efficiencies are "round trip efficiencies" + efficiency=costs.at["battery inverter", "efficiency"] ** 0.5, + capital_cost=costs.at["battery inverter", "capital_cost"], + p_nom_extendable=True, + marginal_cost=costs.at["battery inverter", "marginal_cost"], + ) + + n.madd( + "Link", + b_buses_i + " discharger", + bus0=b_buses_i, + bus1=buses_i, + carrier="battery discharger", + efficiency=costs.at["battery inverter", "efficiency"] ** 0.5, + p_nom_extendable=True, + marginal_cost=costs.at["battery inverter", "marginal_cost"], + ) + + +def attach_hydrogen_pipelines(n, costs, elec_opts): + ext_carriers = elec_opts["extendable_carriers"] + as_stores = ext_carriers.get("Store", []) + + if "H2 pipeline" not in ext_carriers.get("Link", []): + return + + assert "H2" in as_stores, ( + "Attaching hydrogen pipelines requires hydrogen " + "storage to be modelled as Store-Link-Bus combination. See " + "`config.yaml` at `electricity: extendable_carriers: Store:`." + ) + + # determine bus pairs + attrs = ["bus0", "bus1", "length"] + candidates = pd.concat( + [n.lines[attrs], n.links.query('carrier=="DC"')[attrs]] + ).reset_index(drop=True) + + # remove bus pair duplicates regardless of order of bus0 and bus1 + h2_links = candidates[ + ~pd.DataFrame(np.sort(candidates[["bus0", "bus1"]])).duplicated() + ] + h2_links.index = h2_links.apply(lambda c: f"H2 pipeline {c.bus0}-{c.bus1}", axis=1) + + # add pipelines + n.madd( + "Link", + h2_links.index, + bus0=h2_links.bus0.values + " H2", + bus1=h2_links.bus1.values + " H2", + p_min_pu=-1, + p_nom_extendable=True, + length=h2_links.length.values, + capital_cost=costs.at["H2 pipeline", "capital_cost"] * h2_links.length, + efficiency=costs.at["H2 pipeline", "efficiency"], + carrier="H2 pipeline", + ) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("add_extra_components", simpl="", clusters=5) + configure_logging(snakemake) + + n = pypsa.Network(snakemake.input.network) + elec_config = snakemake.config["electricity"] + + Nyears = n.snapshot_weightings.objective.sum() / 8760.0 + costs = load_costs( + snakemake.input.tech_costs, snakemake.config["costs"], elec_config, Nyears + ) + + attach_storageunits(n, costs, elec_config) + attach_stores(n, costs, elec_config) + attach_hydrogen_pipelines(n, costs, elec_config) + + add_nice_carrier_names(n, snakemake.config) + + n.meta = dict(snakemake.config, **dict(wildcards=dict(snakemake.wildcards))) + n.export_to_netcdf(snakemake.output[0]) diff --git a/scripts/base_network.py b/scripts/base_network.py new file mode 100644 index 00000000..24097b1d --- /dev/null +++ b/scripts/base_network.py @@ -0,0 +1,764 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Creates the network topology from a `ENTSO-E map extract. + +`_ (March 2022) as a PyPSA +network. + +Relevant Settings +----------------- + +.. code:: yaml + + snapshots: + + countries: + + electricity: + voltages: + + lines: + types: + s_max_pu: + under_construction: + + links: + p_max_pu: + under_construction: + include_tyndp: + + transformers: + x: + s_nom: + type: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`snapshots_cf`, :ref:`toplevel_cf`, :ref:`electricity_cf`, :ref:`load_cf`, + :ref:`lines_cf`, :ref:`links_cf`, :ref:`transformers_cf` + +Inputs +------ + +- ``data/entsoegridkit``: Extract from the geographical vector data of the online `ENTSO-E Interactive Map `_ by the `GridKit `_ toolkit dating back to March 2022. +- ``data/parameter_corrections.yaml``: Corrections for ``data/entsoegridkit`` +- ``data/links_p_nom.csv``: confer :ref:`links` +- ``data/links_tyndp.csv``: List of projects in the `TYNDP 2018 `_ that are at least *in permitting* with fields for start- and endpoint (names and coordinates), length, capacity, construction status, and project reference ID. +- ``resources/country_shapes.geojson``: confer :ref:`shapes` +- ``resources/offshore_shapes.geojson``: confer :ref:`shapes` +- ``resources/europe_shape.geojson``: confer :ref:`shapes` + +Outputs +------- + +- ``networks/base.nc`` + + .. image:: img/base.png + :scale: 33 % + +Description +----------- +""" + +import logging +from itertools import product + +import geopandas as gpd +import networkx as nx +import numpy as np +import pandas as pd +import pypsa +import shapely +import shapely.prepared +import shapely.wkt +import yaml +from _helpers import configure_logging +from scipy import spatial +from scipy.sparse import csgraph +from shapely.geometry import LineString, Point + +logger = logging.getLogger(__name__) + + +def _get_oid(df): + if "tags" in df.columns: + return df.tags.str.extract('"oid"=>"(\d+)"', expand=False) + else: + return pd.Series(np.nan, df.index) + + +def _get_country(df): + if "tags" in df.columns: + return df.tags.str.extract('"country"=>"([A-Z]{2})"', expand=False) + else: + return pd.Series(np.nan, df.index) + + +def _find_closest_links(links, new_links, distance_upper_bound=1.5): + treecoords = np.asarray( + [ + np.asarray(shapely.wkt.loads(s).coords)[[0, -1]].flatten() + for s in links.geometry + ] + ) + querycoords = np.vstack( + [new_links[["x1", "y1", "x2", "y2"]], new_links[["x2", "y2", "x1", "y1"]]] + ) + tree = spatial.KDTree(treecoords) + dist, ind = tree.query(querycoords, distance_upper_bound=distance_upper_bound) + found_b = ind < len(links) + found_i = np.arange(len(new_links) * 2)[found_b] % len(new_links) + return ( + pd.DataFrame( + dict(D=dist[found_b], i=links.index[ind[found_b] % len(links)]), + index=new_links.index[found_i], + ) + .sort_values(by="D")[lambda ds: ~ds.index.duplicated(keep="first")] + .sort_index()["i"] + ) + + +def _load_buses_from_eg(eg_buses, europe_shape, config_elec): + buses = ( + pd.read_csv( + eg_buses, + quotechar="'", + true_values=["t"], + false_values=["f"], + dtype=dict(bus_id="str"), + ) + .set_index("bus_id") + .drop(["station_id"], axis=1) + .rename(columns=dict(voltage="v_nom")) + ) + + buses["carrier"] = buses.pop("dc").map({True: "DC", False: "AC"}) + buses["under_construction"] = buses["under_construction"].fillna(False).astype(bool) + + # remove all buses outside of all countries including exclusive economic zones (offshore) + europe_shape = gpd.read_file(europe_shape).loc[0, "geometry"] + europe_shape_prepped = shapely.prepared.prep(europe_shape) + buses_in_europe_b = buses[["x", "y"]].apply( + lambda p: europe_shape_prepped.contains(Point(p)), axis=1 + ) + + buses_with_v_nom_to_keep_b = ( + buses.v_nom.isin(config_elec["voltages"]) | buses.v_nom.isnull() + ) + logger.info( + "Removing buses with voltages {}".format( + pd.Index(buses.v_nom.unique()).dropna().difference(config_elec["voltages"]) + ) + ) + + return pd.DataFrame(buses.loc[buses_in_europe_b & buses_with_v_nom_to_keep_b]) + + +def _load_transformers_from_eg(buses, eg_transformers): + transformers = pd.read_csv( + eg_transformers, + quotechar="'", + true_values=["t"], + false_values=["f"], + dtype=dict(transformer_id="str", bus0="str", bus1="str"), + ).set_index("transformer_id") + + transformers = _remove_dangling_branches(transformers, buses) + + return transformers + + +def _load_converters_from_eg(buses, eg_converters): + converters = pd.read_csv( + eg_converters, + quotechar="'", + true_values=["t"], + false_values=["f"], + dtype=dict(converter_id="str", bus0="str", bus1="str"), + ).set_index("converter_id") + + converters = _remove_dangling_branches(converters, buses) + + converters["carrier"] = "B2B" + + return converters + + +def _load_links_from_eg(buses, eg_links): + links = pd.read_csv( + eg_links, + quotechar="'", + true_values=["t"], + false_values=["f"], + dtype=dict(link_id="str", bus0="str", bus1="str", under_construction="bool"), + ).set_index("link_id") + + links["length"] /= 1e3 + + # Skagerrak Link is connected to 132kV bus which is removed in _load_buses_from_eg. + # Connect to neighboring 380kV bus + links.loc[links.bus1 == "6396", "bus1"] = "6398" + + links = _remove_dangling_branches(links, buses) + + # Add DC line parameters + links["carrier"] = "DC" + + return links + + +def _add_links_from_tyndp(buses, links, links_tyndp, europe_shape): + links_tyndp = pd.read_csv(links_tyndp) + + # remove all links from list which lie outside all of the desired countries + europe_shape = gpd.read_file(europe_shape).loc[0, "geometry"] + europe_shape_prepped = shapely.prepared.prep(europe_shape) + x1y1_in_europe_b = links_tyndp[["x1", "y1"]].apply( + lambda p: europe_shape_prepped.contains(Point(p)), axis=1 + ) + x2y2_in_europe_b = links_tyndp[["x2", "y2"]].apply( + lambda p: europe_shape_prepped.contains(Point(p)), axis=1 + ) + is_within_covered_countries_b = x1y1_in_europe_b & x2y2_in_europe_b + + if not is_within_covered_countries_b.all(): + logger.info( + "TYNDP links outside of the covered area (skipping): " + + ", ".join(links_tyndp.loc[~is_within_covered_countries_b, "Name"]) + ) + + links_tyndp = links_tyndp.loc[is_within_covered_countries_b] + if links_tyndp.empty: + return buses, links + + has_replaces_b = links_tyndp.replaces.notnull() + oids = dict(Bus=_get_oid(buses), Link=_get_oid(links)) + keep_b = dict( + Bus=pd.Series(True, index=buses.index), Link=pd.Series(True, index=links.index) + ) + for reps in links_tyndp.loc[has_replaces_b, "replaces"]: + for comps in reps.split(":"): + oids_to_remove = comps.split(".") + c = oids_to_remove.pop(0) + keep_b[c] &= ~oids[c].isin(oids_to_remove) + buses = buses.loc[keep_b["Bus"]] + links = links.loc[keep_b["Link"]] + + links_tyndp["j"] = _find_closest_links( + links, links_tyndp, distance_upper_bound=0.20 + ) + # Corresponds approximately to 20km tolerances + + if links_tyndp["j"].notnull().any(): + logger.info( + "TYNDP links already in the dataset (skipping): " + + ", ".join(links_tyndp.loc[links_tyndp["j"].notnull(), "Name"]) + ) + links_tyndp = links_tyndp.loc[links_tyndp["j"].isnull()] + if links_tyndp.empty: + return buses, links + + tree = spatial.KDTree(buses[["x", "y"]]) + _, ind0 = tree.query(links_tyndp[["x1", "y1"]]) + ind0_b = ind0 < len(buses) + links_tyndp.loc[ind0_b, "bus0"] = buses.index[ind0[ind0_b]] + + _, ind1 = tree.query(links_tyndp[["x2", "y2"]]) + ind1_b = ind1 < len(buses) + links_tyndp.loc[ind1_b, "bus1"] = buses.index[ind1[ind1_b]] + + links_tyndp_located_b = ( + links_tyndp["bus0"].notnull() & links_tyndp["bus1"].notnull() + ) + if not links_tyndp_located_b.all(): + logger.warning( + "Did not find connected buses for TYNDP links (skipping): " + + ", ".join(links_tyndp.loc[~links_tyndp_located_b, "Name"]) + ) + links_tyndp = links_tyndp.loc[links_tyndp_located_b] + + logger.info("Adding the following TYNDP links: " + ", ".join(links_tyndp["Name"])) + + links_tyndp = links_tyndp[["bus0", "bus1"]].assign( + carrier="DC", + p_nom=links_tyndp["Power (MW)"], + length=links_tyndp["Length (given) (km)"].fillna( + links_tyndp["Length (distance*1.2) (km)"] + ), + under_construction=True, + underground=False, + geometry=( + links_tyndp[["x1", "y1", "x2", "y2"]].apply( + lambda s: str(LineString([[s.x1, s.y1], [s.x2, s.y2]])), axis=1 + ) + ), + tags=( + '"name"=>"' + + links_tyndp["Name"] + + '", ' + + '"ref"=>"' + + links_tyndp["Ref"] + + '", ' + + '"status"=>"' + + links_tyndp["status"] + + '"' + ), + ) + + links_tyndp.index = "T" + links_tyndp.index.astype(str) + + links = pd.concat([links, links_tyndp], sort=True) + + return buses, links + + +def _load_lines_from_eg(buses, eg_lines): + lines = ( + pd.read_csv( + eg_lines, + quotechar="'", + true_values=["t"], + false_values=["f"], + dtype=dict( + line_id="str", + bus0="str", + bus1="str", + underground="bool", + under_construction="bool", + ), + ) + .set_index("line_id") + .rename(columns=dict(voltage="v_nom", circuits="num_parallel")) + ) + + lines["length"] /= 1e3 + + lines = _remove_dangling_branches(lines, buses) + + return lines + + +def _apply_parameter_corrections(n, parameter_corrections): + with open(parameter_corrections) as f: + corrections = yaml.safe_load(f) + + if corrections is None: + return + + for component, attrs in corrections.items(): + df = n.df(component) + oid = _get_oid(df) + if attrs is None: + continue + + for attr, repls in attrs.items(): + for i, r in repls.items(): + if i == "oid": + r = oid.map(repls["oid"]).dropna() + elif i == "index": + r = pd.Series(repls["index"]) + else: + raise NotImplementedError() + inds = r.index.intersection(df.index) + df.loc[inds, attr] = r[inds].astype(df[attr].dtype) + + +def _set_electrical_parameters_lines(lines, config): + v_noms = config["electricity"]["voltages"] + linetypes = config["lines"]["types"] + + for v_nom in v_noms: + lines.loc[lines["v_nom"] == v_nom, "type"] = linetypes[v_nom] + + lines["s_max_pu"] = config["lines"]["s_max_pu"] + + return lines + + +def _set_lines_s_nom_from_linetypes(n): + n.lines["s_nom"] = ( + np.sqrt(3) + * n.lines["type"].map(n.line_types.i_nom) + * n.lines["v_nom"] + * n.lines.num_parallel + ) + + +def _set_electrical_parameters_links(links, config, links_p_nom): + if links.empty: + return links + + p_max_pu = config["links"].get("p_max_pu", 1.0) + links["p_max_pu"] = p_max_pu + links["p_min_pu"] = -p_max_pu + + links_p_nom = pd.read_csv(links_p_nom) + + # filter links that are not in operation anymore + removed_b = links_p_nom.Remarks.str.contains("Shut down|Replaced", na=False) + links_p_nom = links_p_nom[~removed_b] + + # find closest link for all links in links_p_nom + links_p_nom["j"] = _find_closest_links(links, links_p_nom) + + links_p_nom = links_p_nom.groupby(["j"], as_index=False).agg({"Power (MW)": "sum"}) + + p_nom = links_p_nom.dropna(subset=["j"]).set_index("j")["Power (MW)"] + + # Don't update p_nom if it's already set + p_nom_unset = ( + p_nom.drop(links.index[links.p_nom.notnull()], errors="ignore") + if "p_nom" in links + else p_nom + ) + links.loc[p_nom_unset.index, "p_nom"] = p_nom_unset + + return links + + +def _set_electrical_parameters_converters(converters, config): + p_max_pu = config["links"].get("p_max_pu", 1.0) + converters["p_max_pu"] = p_max_pu + converters["p_min_pu"] = -p_max_pu + + converters["p_nom"] = 2000 + + # Converters are combined with links + converters["under_construction"] = False + converters["underground"] = False + + return converters + + +def _set_electrical_parameters_transformers(transformers, config): + config = config["transformers"] + + ## Add transformer parameters + transformers["x"] = config.get("x", 0.1) + transformers["s_nom"] = config.get("s_nom", 2000) + transformers["type"] = config.get("type", "") + + return transformers + + +def _remove_dangling_branches(branches, buses): + return pd.DataFrame( + branches.loc[branches.bus0.isin(buses.index) & branches.bus1.isin(buses.index)] + ) + + +def _remove_unconnected_components(network): + _, labels = csgraph.connected_components(network.adjacency_matrix(), directed=False) + component = pd.Series(labels, index=network.buses.index) + + component_sizes = component.value_counts() + components_to_remove = component_sizes.iloc[1:] + + logger.info( + "Removing {} unconnected network components with less than {} buses. In total {} buses.".format( + len(components_to_remove), + components_to_remove.max(), + components_to_remove.sum(), + ) + ) + + return network[component == component_sizes.index[0]] + + +def _set_countries_and_substations(n, config, country_shapes, offshore_shapes): + buses = n.buses + + def buses_in_shape(shape): + shape = shapely.prepared.prep(shape) + return pd.Series( + np.fromiter( + ( + shape.contains(Point(x, y)) + for x, y in buses.loc[:, ["x", "y"]].values + ), + dtype=bool, + count=len(buses), + ), + index=buses.index, + ) + + countries = config["countries"] + country_shapes = gpd.read_file(country_shapes).set_index("name")["geometry"] + # reindexing necessary for supporting empty geo-dataframes + offshore_shapes = gpd.read_file(offshore_shapes) + offshore_shapes = offshore_shapes.reindex(columns=["name", "geometry"]).set_index( + "name" + )["geometry"] + substation_b = buses["symbol"].str.contains( + "substation|converter station", case=False + ) + + def prefer_voltage(x, which): + index = x.index + if len(index) == 1: + return pd.Series(index, index) + key = ( + x.index[0] + if x["v_nom"].isnull().all() + else getattr(x["v_nom"], "idx" + which)() + ) + return pd.Series(key, index) + + gb = buses.loc[substation_b].groupby( + ["x", "y"], as_index=False, group_keys=False, sort=False + ) + bus_map_low = gb.apply(prefer_voltage, "min") + lv_b = (bus_map_low == bus_map_low.index).reindex(buses.index, fill_value=False) + bus_map_high = gb.apply(prefer_voltage, "max") + hv_b = (bus_map_high == bus_map_high.index).reindex(buses.index, fill_value=False) + + onshore_b = pd.Series(False, buses.index) + offshore_b = pd.Series(False, buses.index) + + for country in countries: + onshore_shape = country_shapes[country] + onshore_country_b = buses_in_shape(onshore_shape) + onshore_b |= onshore_country_b + + buses.loc[onshore_country_b, "country"] = country + + if country not in offshore_shapes.index: + continue + offshore_country_b = buses_in_shape(offshore_shapes[country]) + offshore_b |= offshore_country_b + + buses.loc[offshore_country_b, "country"] = country + + # Only accept buses as low-voltage substations (where load is attached), if + # they have at least one connection which is not under_construction + has_connections_b = pd.Series(False, index=buses.index) + for b, df in product(("bus0", "bus1"), (n.lines, n.links)): + has_connections_b |= ~df.groupby(b).under_construction.min() + + buses["substation_lv"] = ( + lv_b & onshore_b & (~buses["under_construction"]) & has_connections_b + ) + buses["substation_off"] = (offshore_b | (hv_b & onshore_b)) & ( + ~buses["under_construction"] + ) + + c_nan_b = buses.country.isnull() + if c_nan_b.sum() > 0: + c_tag = _get_country(buses.loc[c_nan_b]) + c_tag.loc[~c_tag.isin(countries)] = np.nan + n.buses.loc[c_nan_b, "country"] = c_tag + + c_tag_nan_b = n.buses.country.isnull() + + # Nearest country in path length defines country of still homeless buses + # Work-around until commit 705119 lands in pypsa release + n.transformers["length"] = 0.0 + graph = n.graph(weight="length") + n.transformers.drop("length", axis=1, inplace=True) + + for b in n.buses.index[c_tag_nan_b]: + df = ( + pd.DataFrame( + dict( + pathlength=nx.single_source_dijkstra_path_length( + graph, b, cutoff=200 + ) + ) + ) + .join(n.buses.country) + .dropna() + ) + assert ( + not df.empty + ), "No buses with defined country within 200km of bus `{}`".format(b) + n.buses.at[b, "country"] = df.loc[df.pathlength.idxmin(), "country"] + + logger.warning( + "{} buses are not in any country or offshore shape," + " {} have been assigned from the tag of the entsoe map," + " the rest from the next bus in terms of pathlength.".format( + c_nan_b.sum(), c_nan_b.sum() - c_tag_nan_b.sum() + ) + ) + + return buses + + +def _replace_b2b_converter_at_country_border_by_link(n): + # Affects only the B2B converter in Lithuania at the Polish border at the moment + buscntry = n.buses.country + linkcntry = n.links.bus0.map(buscntry) + converters_i = n.links.index[ + (n.links.carrier == "B2B") & (linkcntry == n.links.bus1.map(buscntry)) + ] + + def findforeignbus(G, i): + cntry = linkcntry.at[i] + for busattr in ("bus0", "bus1"): + b0 = n.links.at[i, busattr] + for b1 in G[b0]: + if buscntry[b1] != cntry: + return busattr, b0, b1 + return None, None, None + + for i in converters_i: + G = n.graph() + busattr, b0, b1 = findforeignbus(G, i) + if busattr is not None: + comp, line = next(iter(G[b0][b1])) + if comp != "Line": + logger.warning( + "Unable to replace B2B `{}` expected a Line, but found a {}".format( + i, comp + ) + ) + continue + + n.links.at[i, busattr] = b1 + n.links.at[i, "p_nom"] = min( + n.links.at[i, "p_nom"], n.lines.at[line, "s_nom"] + ) + n.links.at[i, "carrier"] = "DC" + n.links.at[i, "underwater_fraction"] = 0.0 + n.links.at[i, "length"] = n.lines.at[line, "length"] + + n.remove("Line", line) + n.remove("Bus", b0) + + logger.info( + "Replacing B2B converter `{}` together with bus `{}` and line `{}` by an HVDC tie-line {}-{}".format( + i, b0, line, linkcntry.at[i], buscntry.at[b1] + ) + ) + + +def _set_links_underwater_fraction(n, offshore_shapes): + if n.links.empty: + return + + if not hasattr(n.links, "geometry"): + n.links["underwater_fraction"] = 0.0 + else: + offshore_shape = gpd.read_file(offshore_shapes).unary_union + links = gpd.GeoSeries(n.links.geometry.dropna().map(shapely.wkt.loads)) + n.links["underwater_fraction"] = ( + links.intersection(offshore_shape).length / links.length + ) + + +def _adjust_capacities_of_under_construction_branches(n, config): + lines_mode = config["lines"].get("under_construction", "undef") + if lines_mode == "zero": + n.lines.loc[n.lines.under_construction, "num_parallel"] = 0.0 + n.lines.loc[n.lines.under_construction, "s_nom"] = 0.0 + elif lines_mode == "remove": + n.mremove("Line", n.lines.index[n.lines.under_construction]) + elif lines_mode != "keep": + logger.warning( + "Unrecognized configuration for `lines: under_construction` = `{}`. Keeping under construction lines." + ) + + links_mode = config["links"].get("under_construction", "undef") + if links_mode == "zero": + n.links.loc[n.links.under_construction, "p_nom"] = 0.0 + elif links_mode == "remove": + n.mremove("Link", n.links.index[n.links.under_construction]) + elif links_mode != "keep": + logger.warning( + "Unrecognized configuration for `links: under_construction` = `{}`. Keeping under construction links." + ) + + if lines_mode == "remove" or links_mode == "remove": + # We might need to remove further unconnected components + n = _remove_unconnected_components(n) + + return n + + +def base_network( + eg_buses, + eg_converters, + eg_transformers, + eg_lines, + eg_links, + links_p_nom, + links_tyndp, + europe_shape, + country_shapes, + offshore_shapes, + parameter_corrections, + config, +): + buses = _load_buses_from_eg(eg_buses, europe_shape, config["electricity"]) + + links = _load_links_from_eg(buses, eg_links) + if config["links"].get("include_tyndp"): + buses, links = _add_links_from_tyndp(buses, links, links_tyndp, europe_shape) + + converters = _load_converters_from_eg(buses, eg_converters) + + lines = _load_lines_from_eg(buses, eg_lines) + transformers = _load_transformers_from_eg(buses, eg_transformers) + + lines = _set_electrical_parameters_lines(lines, config) + transformers = _set_electrical_parameters_transformers(transformers, config) + links = _set_electrical_parameters_links(links, config, links_p_nom) + converters = _set_electrical_parameters_converters(converters, config) + + n = pypsa.Network() + n.name = "PyPSA-Eur" + + n.set_snapshots(pd.date_range(freq="h", **config["snapshots"])) + + n.import_components_from_dataframe(buses, "Bus") + n.import_components_from_dataframe(lines, "Line") + n.import_components_from_dataframe(transformers, "Transformer") + n.import_components_from_dataframe(links, "Link") + n.import_components_from_dataframe(converters, "Link") + + _set_lines_s_nom_from_linetypes(n) + + _apply_parameter_corrections(n, parameter_corrections) + + n = _remove_unconnected_components(n) + + _set_countries_and_substations(n, config, country_shapes, offshore_shapes) + + _set_links_underwater_fraction(n, offshore_shapes) + + _replace_b2b_converter_at_country_border_by_link(n) + + n = _adjust_capacities_of_under_construction_branches(n, config) + + return n + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("base_network") + configure_logging(snakemake) + + n = base_network( + snakemake.input.eg_buses, + snakemake.input.eg_converters, + snakemake.input.eg_transformers, + snakemake.input.eg_lines, + snakemake.input.eg_links, + snakemake.input.links_p_nom, + snakemake.input.links_tyndp, + snakemake.input.europe_shape, + snakemake.input.country_shapes, + snakemake.input.offshore_shapes, + snakemake.input.parameter_corrections, + snakemake.config, + ) + + n.meta = snakemake.config + n.export_to_netcdf(snakemake.output[0]) diff --git a/scripts/build_ammonia_production.py b/scripts/build_ammonia_production.py index 25e08a3e..d78d627e 100644 --- a/scripts/build_ammonia_production.py +++ b/scripts/build_ammonia_production.py @@ -1,38 +1,20 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT """ -Build ammonia production. +Build historical annual ammonia production per country in ktonNH3/a. """ +import country_converter as coco import pandas as pd -country_to_alpha2 = { - "Austriae": "AT", - "Bulgaria": "BG", - "Belgiume": "BE", - "Croatia": "HR", - "Czechia": "CZ", - "Estonia": "EE", - "Finland": "FI", - "France": "FR", - "Germany": "DE", - "Greece": "GR", - "Hungarye": "HU", - "Italye": "IT", - "Lithuania": "LT", - "Netherlands": "NL", - "Norwaye": "NO", - "Poland": "PL", - "Romania": "RO", - "Serbia": "RS", - "Slovakia": "SK", - "Spain": "ES", - "Switzerland": "CH", - "United Kingdom": "GB", -} +cc = coco.CountryConverter() + if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_ammonia_production") @@ -45,10 +27,10 @@ skipfooter=19, ) - ammonia.rename(country_to_alpha2, inplace=True) + ammonia.index = cc.convert(ammonia.index, to="iso2") years = [str(i) for i in range(2013, 2018)] - countries = country_to_alpha2.values() + countries = ammonia.index.intersection(snakemake.config["countries"]) ammonia = ammonia.loc[countries, years].astype(float) # convert from ktonN to ktonNH3 diff --git a/scripts/build_biomass_potentials.py b/scripts/build_biomass_potentials.py index b22adbda..7387418a 100644 --- a/scripts/build_biomass_potentials.py +++ b/scripts/build_biomass_potentials.py @@ -1,4 +1,12 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2021-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT +""" +Compute biogas and solid biomass potentials for each clustered model region +using data from JRC ENSPRESO. +""" + import geopandas as gpd import pandas as pd @@ -202,7 +210,7 @@ def convert_nuts2_to_regions(bio_nuts2, regions): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_biomass_potentials", simpl="", clusters="5") diff --git a/scripts/build_biomass_transport_costs.py b/scripts/build_biomass_transport_costs.py index 4820985e..8b6b6927 100644 --- a/scripts/build_biomass_transport_costs.py +++ b/scripts/build_biomass_transport_costs.py @@ -1,4 +1,8 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Reads biomass transport costs for different countries of the JRC report. diff --git a/scripts/build_bus_regions.py b/scripts/build_bus_regions.py new file mode 100644 index 00000000..f1a0558a --- /dev/null +++ b/scripts/build_bus_regions.py @@ -0,0 +1,177 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Creates Voronoi shapes for each bus representing both onshore and offshore +regions. + +Relevant Settings +----------------- + +.. code:: yaml + + countries: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf` + +Inputs +------ + +- ``resources/country_shapes.geojson``: confer :ref:`shapes` +- ``resources/offshore_shapes.geojson``: confer :ref:`shapes` +- ``networks/base.nc``: confer :ref:`base` + +Outputs +------- + +- ``resources/regions_onshore.geojson``: + + .. image:: img/regions_onshore.png + :scale: 33 % + +- ``resources/regions_offshore.geojson``: + + .. image:: img/regions_offshore.png + :scale: 33 % + +Description +----------- +""" + +import logging + +import geopandas as gpd +import numpy as np +import pandas as pd +import pypsa +from _helpers import REGION_COLS, configure_logging +from scipy.spatial import Voronoi +from shapely.geometry import Polygon + +logger = logging.getLogger(__name__) + + +def voronoi_partition_pts(points, outline): + """ + Compute the polygons of a voronoi partition of `points` within the + polygon `outline`. Taken from + https://github.com/FRESNA/vresutils/blob/master/vresutils/graph.py + Attributes + ---------- + points : Nx2 - ndarray[dtype=float] + outline : Polygon + Returns + ------- + polygons : N - ndarray[dtype=Polygon|MultiPolygon] + """ + points = np.asarray(points) + + if len(points) == 1: + polygons = [outline] + else: + xmin, ymin = np.amin(points, axis=0) + xmax, ymax = np.amax(points, axis=0) + xspan = xmax - xmin + yspan = ymax - ymin + + # to avoid any network positions outside all Voronoi cells, append + # the corners of a rectangle framing these points + vor = Voronoi( + np.vstack( + ( + points, + [ + [xmin - 3.0 * xspan, ymin - 3.0 * yspan], + [xmin - 3.0 * xspan, ymax + 3.0 * yspan], + [xmax + 3.0 * xspan, ymin - 3.0 * yspan], + [xmax + 3.0 * xspan, ymax + 3.0 * yspan], + ], + ) + ) + ) + + polygons = [] + for i in range(len(points)): + poly = Polygon(vor.vertices[vor.regions[vor.point_region[i]]]) + + if not poly.is_valid: + poly = poly.buffer(0) + + with np.errstate(invalid="ignore"): + poly = poly.intersection(outline) + + polygons.append(poly) + + return polygons + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_bus_regions") + configure_logging(snakemake) + + countries = snakemake.config["countries"] + + n = pypsa.Network(snakemake.input.base_network) + + country_shapes = gpd.read_file(snakemake.input.country_shapes).set_index("name")[ + "geometry" + ] + offshore_shapes = gpd.read_file(snakemake.input.offshore_shapes) + offshore_shapes = offshore_shapes.reindex(columns=REGION_COLS).set_index("name")[ + "geometry" + ] + + onshore_regions = [] + offshore_regions = [] + + for country in countries: + c_b = n.buses.country == country + + onshore_shape = country_shapes[country] + onshore_locs = n.buses.loc[c_b & n.buses.substation_lv, ["x", "y"]] + onshore_regions.append( + gpd.GeoDataFrame( + { + "name": onshore_locs.index, + "x": onshore_locs["x"], + "y": onshore_locs["y"], + "geometry": voronoi_partition_pts( + onshore_locs.values, onshore_shape + ), + "country": country, + } + ) + ) + + if country not in offshore_shapes.index: + continue + offshore_shape = offshore_shapes[country] + offshore_locs = n.buses.loc[c_b & n.buses.substation_off, ["x", "y"]] + offshore_regions_c = gpd.GeoDataFrame( + { + "name": offshore_locs.index, + "x": offshore_locs["x"], + "y": offshore_locs["y"], + "geometry": voronoi_partition_pts(offshore_locs.values, offshore_shape), + "country": country, + } + ) + offshore_regions_c = offshore_regions_c.loc[offshore_regions_c.area > 1e-2] + offshore_regions.append(offshore_regions_c) + + pd.concat(onshore_regions, ignore_index=True).to_file( + snakemake.output.regions_onshore + ) + if offshore_regions: + pd.concat(offshore_regions, ignore_index=True).to_file( + snakemake.output.regions_offshore + ) + else: + offshore_shapes.to_frame().to_file(snakemake.output.regions_offshore) diff --git a/scripts/build_clustered_population_layouts.py b/scripts/build_clustered_population_layouts.py index d3ab7cfa..bc81c29a 100644 --- a/scripts/build_clustered_population_layouts.py +++ b/scripts/build_clustered_population_layouts.py @@ -1,6 +1,11 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build clustered population layouts. +Build population layouts for all clustered model regions as total as well as +split by urban and rural population. """ import atlite @@ -10,7 +15,7 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_clustered_population_layouts", @@ -18,7 +23,7 @@ clusters=48, ) - cutout = atlite.Cutout(snakemake.config["atlite"]["cutout"]) + cutout = atlite.Cutout(snakemake.input.cutout) clustered_regions = ( gpd.read_file(snakemake.input.regions_onshore) diff --git a/scripts/build_cop_profiles.py b/scripts/build_cop_profiles.py index f26bfca9..fa04e4a1 100644 --- a/scripts/build_cop_profiles.py +++ b/scripts/build_cop_profiles.py @@ -1,18 +1,23 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build COP time series for air- or ground-sourced heat pumps. +Build coefficient of performance (COP) time series for air- or ground-sourced +heat pumps. + +The COP is a function of the temperature difference between +source and sink. + +The quadratic regression used is based on Staffell et al. (2012) +https://doi.org/10.1039/C2EE22653G. """ import xarray as xr def coefficient_of_performance(delta_T, source="air"): - """ - COP is function of temp difference source to sink. - - The quadratic regression is based on Staffell et al. (2012) - https://doi.org/10.1039/C2EE22653G. - """ if source == "air": return 6.81 - 0.121 * delta_T + 0.000630 * delta_T**2 elif source == "soil": @@ -23,7 +28,7 @@ def coefficient_of_performance(delta_T, source="air"): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_cop_profiles", diff --git a/scripts/build_cutout.py b/scripts/build_cutout.py new file mode 100644 index 00000000..fd148cac --- /dev/null +++ b/scripts/build_cutout.py @@ -0,0 +1,130 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Create cutouts with `atlite `_. + +For this rule to work you must have + +- installed the `Copernicus Climate Data Store `_ ``cdsapi`` package (`install with `pip``) and +- registered and setup your CDS API key as described `on their website `_. + +.. seealso:: + For details on the weather data read the `atlite documentation `_. + If you need help specifically for creating cutouts `the corresponding section in the atlite documentation `_ should be helpful. + +Relevant Settings +----------------- + +.. code:: yaml + + atlite: + nprocesses: + cutouts: + {cutout}: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`atlite_cf` + +Inputs +------ + +*None* + +Outputs +------- + +- ``cutouts/{cutout}``: weather data from either the `ERA5 `_ + reanalysis weather dataset or `SARAH-2 `_ + satellite-based historic weather data with the following structure: + +**ERA5 cutout:** + + =================== ========== ========== ========================================================= + Field Dimensions Unit Description + =================== ========== ========== ========================================================= + pressure time, y, x Pa Surface pressure + ------------------- ---------- ---------- --------------------------------------------------------- + temperature time, y, x K Air temperature 2 meters above the surface. + ------------------- ---------- ---------- --------------------------------------------------------- + soil temperature time, y, x K Soil temperature between 1 meters and 3 meters + depth (layer 4). + ------------------- ---------- ---------- --------------------------------------------------------- + influx_toa time, y, x Wm**-2 Top of Earth's atmosphere TOA incident solar radiation + ------------------- ---------- ---------- --------------------------------------------------------- + influx_direct time, y, x Wm**-2 Total sky direct solar radiation at surface + ------------------- ---------- ---------- --------------------------------------------------------- + runoff time, y, x m `Runoff `_ + (volume per area) + ------------------- ---------- ---------- --------------------------------------------------------- + roughness y, x m Forecast surface roughness + (`roughness length `_) + ------------------- ---------- ---------- --------------------------------------------------------- + height y, x m Surface elevation above sea level + ------------------- ---------- ---------- --------------------------------------------------------- + albedo time, y, x -- `Albedo `_ + measure of diffuse reflection of solar radiation. + Calculated from relation between surface solar radiation + downwards (Jm**-2) and surface net solar radiation + (Jm**-2). Takes values between 0 and 1. + ------------------- ---------- ---------- --------------------------------------------------------- + influx_diffuse time, y, x Wm**-2 Diffuse solar radiation at surface. + Surface solar radiation downwards minus + direct solar radiation. + ------------------- ---------- ---------- --------------------------------------------------------- + wnd100m time, y, x ms**-1 Wind speeds at 100 meters (regardless of direction) + =================== ========== ========== ========================================================= + + .. image:: img/era5.png + :scale: 40 % + +A **SARAH-2 cutout** can be used to amend the fields ``temperature``, ``influx_toa``, ``influx_direct``, ``albedo``, +``influx_diffuse`` of ERA5 using satellite-based radiation observations. + + .. image:: img/sarah.png + :scale: 40 % + +Description +----------- +""" + +import logging + +import atlite +import geopandas as gpd +import pandas as pd +from _helpers import configure_logging + +logger = logging.getLogger(__name__) + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_cutout", cutout="europe-2013-era5") + configure_logging(snakemake) + + cutout_params = snakemake.config["atlite"]["cutouts"][snakemake.wildcards.cutout] + + snapshots = pd.date_range(freq="h", **snakemake.config["snapshots"]) + time = [snapshots[0], snapshots[-1]] + cutout_params["time"] = slice(*cutout_params.get("time", time)) + + if {"x", "y", "bounds"}.isdisjoint(cutout_params): + # Determine the bounds from bus regions with a buffer of two grid cells + onshore = gpd.read_file(snakemake.input.regions_onshore) + offshore = gpd.read_file(snakemake.input.regions_offshore) + regions = pd.concat([onshore, offshore]) + d = max(cutout_params.get("dx", 0.25), cutout_params.get("dy", 0.25)) * 2 + cutout_params["bounds"] = regions.total_bounds + [-d, -d, d, d] + elif {"x", "y"}.issubset(cutout_params): + cutout_params["x"] = slice(*cutout_params["x"]) + cutout_params["y"] = slice(*cutout_params["y"]) + + logging.info(f"Preparing cutout with parameters {cutout_params}.") + features = cutout_params.pop("features", None) + cutout = atlite.Cutout(snakemake.output[0], **cutout_params) + cutout.prepare(features=features) diff --git a/scripts/build_egs_constraints.py b/scripts/build_egs_constraints.py new file mode 100644 index 00000000..26040b0e --- /dev/null +++ b/scripts/build_egs_constraints.py @@ -0,0 +1,281 @@ +import logging +from copy import deepcopy + +from pathlib import Path +import geopandas as gpd +import numpy as np +import pandas as pd +import xarray as xr +import rioxarray as xrx +from tqdm import tqdm +import json + +from shapely.geometry import MultiPoint, LineString, MultiPolygon, Polygon +from shapely.ops import unary_union + + +def prepare_egs_data(egs_file): + + with open(egs_file) as f: + jsondata = json.load(f) + + def point_to_square(p, lon_extent=1., lat_extent=1.): + + try: + x, y = p.coords.xy[0][0], p.coords.xy[1][0] + except IndexError: + return p + + return Polygon([ + [x-lon_extent/2, y-lat_extent/2], + [x-lon_extent/2, y+lat_extent/2], + [x+lon_extent/2, y+lat_extent/2], + [x+lon_extent/2, y-lat_extent/2], + ]) + + years = [2015, 2020, 2025, 2030, 2035, 2040, 2045, 2050] + lcoes = ["LCOE50", "LCOE100", "LCOE150"] + + for year in years: + df = pd.DataFrame(columns=["Lon", "Lat", "CAPEX", "HeatSust", "PowerSust"]) + + for lcoe in lcoes: + + for country_data in jsondata[lcoe]: + try: + country_df = pd.DataFrame(columns=df.columns, + index=range(len(country_data[0][years.index(year)]["Lon"]))) + except TypeError: + country_df = pd.DataFrame(columns=df.columns, index=range(0)) + + for col in df.columns: + country_df[col] = country_data[0][years.index(year)][col] + + df = pd.concat((df, country_df.dropna()), axis=0, ignore_index=True) + + gdf = gpd.GeoDataFrame(df.drop(columns=["Lon", "Lat"]), geometry=gpd.points_from_xy(df.Lon, df.Lat)).reset_index() + gdf["geometry"] = gdf.geometry.apply(lambda geom: point_to_square(geom)) + + (Path.cwd() / "data" / "egs_data").mkdir(exist_ok=True) + gdf.to_file(f"data/egs_data/egs_potential_{year}.geojson", driver="GeoJSON") + + + +def build_egs_potentials( + cost_year, + faults_file, + network_regions_file, + heat_demand_density_file, + fault_buffer, + ): + """ + + """ + + network_regions = gpd.read_file(network_regions_file).set_crs(epsg=4326) + network_regions.index = network_regions["name"] + + egs_data = gpd.read_file( + f"data/egs_data/egs_potential_{cost_year}.geojson").set_crs(epsg=4326) + egs_data.index = egs_data.geometry.astype(str) + egs_shapes = egs_data.geometry + + overlap_matrix = pd.DataFrame(index=network_regions.index, columns=egs_shapes.index) + + for name, polygon in network_regions.geometry.items(): + overlap_matrix.loc[name] = egs_shapes.intersection(polygon).area / egs_shapes.area + + indicator_matrix = pd.DataFrame(np.ceil(overlap_matrix.values), + index=network_regions.index, columns=egs_shapes.index) + + faults = gpd.read_file(faults_file).set_crs(epsg=4326) + network_regions = network_regions.geometry + heat_demand_da = xrx.open_rasterio(heat_demand_density_file) + + # determine radius from km to utm + centroid = gpd.GeoSeries([MultiPoint(faults.centroid.tolist()).centroid]) + utm_epsg = centroid.set_crs(epsg=4326).estimate_utm_crs() + print("Computing buffer around fault lines in epsg {}".format(utm_epsg)) + + # getting a line of length exclusion_radius, transform it to UTM, + # and use the length of that new line as exclusion radius + delta_lat = fault_buffer / 20_015.11 * 180 + c_lon, c_lat = np.array(centroid.iloc[0].coords.xy).flatten().tolist() + + exclusion_radius = ( + gpd.GeoSeries([ + LineString([[c_lon, c_lat], [c_lon, c_lat + delta_lat]]) + ]) + .set_crs(epsg=4326) + .to_crs(utm_epsg) + .iloc[0] + .length + ) + + # network_regions = network_regions.set_crs(epsg=4326).to_crs(utm_epsg) + egs_shapes = egs_shapes.to_crs(utm_epsg) + + faults = faults.set_crs(epsg=4326).to_crs(utm_epsg) + + faults = faults.buffer(exclusion_radius) + remaining_area = list() + + # for i, region in network_regions.items(): + for i, region in egs_shapes.items(): + + mask = faults.apply(lambda geom: geom.intersects(region)) + excluded_zones = faults.loc[mask] + region = region.buffer(0) + + for _, geom in excluded_zones.items(): + + if not geom.area: + continue + region = region.difference(geom) + + remaining_area.append(region) + + remaining_area = gpd.GeoSeries(remaining_area).set_crs(utm_epsg) + + # assert len(remaining_area) == len(network_regions), "lost regions" + assert len(remaining_area) == len(egs_shapes), "lost regions" + + # remaining_area.index = network_regions.index + remaining_area.index = egs_shapes.index + + egs_constraints = pd.DataFrame( + np.zeros((len(remaining_area), 2)), + columns=["dh_share", "rural_share"], + index=remaining_area.index + ) + + for i, idx in tqdm(enumerate(remaining_area.index)): + + # available_share = remaining_area.iloc[i].area / network_regions.iloc[i].area + available_share = remaining_area.iloc[i].area / egs_shapes.iloc[i].area + + remainder = remaining_area.iloc[i:i+1].to_crs(epsg=3035) + + minx, miny, maxx, maxy = remainder.total_bounds + remainder = remainder.iloc[0] + + subset = heat_demand_da.sel(x=slice(minx, maxx), y=slice(maxy, miny)) + subset = subset.coarsen(x=50, boundary="trim").mean() + subset = subset.coarsen(y=50, boundary="trim").mean() + + x, y = np.meshgrid(subset.x.values, subset.y.values) + x, y = x.flatten(), y.flatten() + + gdf = gpd.GeoDataFrame(geometry=gpd.GeoSeries.from_xy(x, y)).set_crs(epsg=3035) + gdf["heat_demand"] = subset.values.flatten() + + in_geom_mask = gdf.geometry.within(remainder) + gdf = gdf.loc[in_geom_mask] + + district_mask = (gdf.heat_demand > 10) + + if len(district_mask): + district_heating_share = district_mask.sum() / len(district_mask) + else: + district_heating_share = 0. + + rural_share = 1 - district_heating_share + + + egs_constraints.loc[idx, "dh_share"] = available_share * district_heating_share + egs_constraints.loc[idx, "rural_share"] = available_share * rural_share + + overlap_matrix.columns = egs_shapes.astype(str).values + indicator_matrix.columns = egs_shapes.astype(str).values + + sustainability_factor = 0.0025 + + egs_data["Power"] = egs_data["PowerSust"] / sustainability_factor + egs_data["p_nom_max"] = egs_data["Power"] * egs_constraints[["dh_share", "rural_share"]].sum(axis=1) + egs_data["dh_share"] = egs_constraints["dh_share"].divide(egs_constraints[["dh_share", "rural_share"]].sum(axis=1)) + + egs_data = pd.concat((egs_data, egs_constraints), axis=1) + egs_data = egs_data[["p_nom_max", "CAPEX", "dh_share"]] + + return egs_data, overlap_matrix, indicator_matrix + + +def get_capacity_factors(network_regions_file, + air_temperatures_file): + """ + Performance of EGS is higher for lower temperatures, due to more efficient air cooling + Data from Ricks et al.: The Role of Flexible Geothermal Power in Decarbonized Elec Systems + """ + + delta_T = [-15, -10, -5, 0, 5, 10, 15, 20] + cf = [1.17, 1.13, 1.07, 1, 0.925, 0.84, 0.75, 0.65] + + x = np.linspace(-15, 20, 200) + y = np.interp(x, delta_T, cf) + + upper_x = np.linspace(20, 25, 50) + m_upper = (y[-1] - y[-2]) / (x[-1] - x[-2]) + upper_y = upper_x * m_upper - x[-1] * m_upper + y[-1] + + lower_x = np.linspace(-20, -15, 50) + m_lower = (y[1] - y[0]) / (x[1] - x[0]) + lower_y = lower_x * m_lower - x[0] * m_lower + y[0] + + x = np.hstack((lower_x, x, upper_x)) + y = np.hstack((lower_y, y, upper_y)) + + network_regions = gpd.read_file(network_regions_file).set_crs(epsg=4326) + index = network_regions["name"] + + # air_temp = pd.read_csv(air_temperatures_file, index_col=0, parse_dates=True) + air_temp = xr.open_dataset(air_temperatures_file) + + snapshots = air_temp.sel(name="AL1 0").to_dataframe()["temperature"].index + capacity_factors = pd.DataFrame(index=snapshots) + + for bus in index: + temp = air_temp.sel(name=bus).to_dataframe()["temperature"] + capacity_factors[bus] = np.interp((temp - temp.mean()).values, x, y) + + return capacity_factors + + + +logger = logging.getLogger(__name__) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake( + "build_egs_potential", + simpl="", + clusters=37, + ) + + prepare_egs_data(snakemake.input["egs_costs"]) + + config = snakemake.config + + exclusion_radius = config["sector"]["egs_fault_distance"] # default 10 km + + egs_potentials, overlap_matrix, indicator_matrix = build_egs_potentials( + config["costs"]["year"], + snakemake.input["faultlines"], + snakemake.input["shapes"], + snakemake.input["heat_demand_density"], + exclusion_radius, + ) + + egs_potentials.to_csv(snakemake.output["egs_potentials"]) + overlap_matrix.to_csv(snakemake.output["egs_overlap_matrix"]) + indicator_matrix.to_csv(snakemake.output["egs_indicator_matrix"]) + + capacity_factors = get_capacity_factors( + snakemake.input["shapes"], + snakemake.input["air_temperature"], + ) + + capacity_factors.to_csv(snakemake.output["egs_capacity_factors"]) + \ No newline at end of file diff --git a/scripts/build_egs_potential.py b/scripts/build_egs_potential.py new file mode 100644 index 00000000..00565105 --- /dev/null +++ b/scripts/build_egs_potential.py @@ -0,0 +1,257 @@ +# -*- coding: utf-8 -*- +""" +Inputs +------ +- ``data/egs_data/egs_global_potential.xlsx``: for potential of electricity from enhanced geothermal in 5 year +steps between 2015 and 2015 in a country-resolution (from "From hot rock to useful...") + +- ``data/egs_data/egs_costs.xlsx``: Marginal and capital cost + +Note the data comes in three steps of LCOE: 50, 100, 150 Euro/MWh +For each three we have: Maximal nominal power, marginal cost, capital cost +The current approach models this by splitting the steps into 3 generators + +Used data comes from the paper +"From hot rock to useful energy: A global estimate of enhanced geothermal potential" +~ Aghahosseini, Breyer (2020) + +Other useful resources: + For estimations of used efficiencies: + "Overcoming challenges in the classification of deep geothermal potential" + ~ Breede et al. 2015 + For organic rankine cycles relevant at the production temperatures of 150-300 degrees: + "Techno-economic survey of Organic Rankine Cycle (ORC) systems" + ~ Quoilin et al. 2013 + +Outputs +------- +(see Snakefile) +""" + +import logging +from copy import deepcopy + +import geopandas as gpd +import numpy as np +import pandas as pd +import pycountry +import xarray as xr +from atlite.gis import compute_intersectionmatrix + +# clearing inconsistencies in source data +countryname_mapper = { + "Macedonia": "North Macedonia", + "Bosnia and Herz.": "Bosnia and Herzegovina", + "Czech Republic": "Czechia", +} + + +def get_egs_potentials( + potentials_file, + sustainable_potentials_file, + costs_file, + shapes_file, +): + """ + Disaggregates data to the provided shapefile. + + Args: + potentials_file(str or pathlib.Path): file with potentials + sustainable_potentials_file(str or pathlib.Path): currently not considered + costs_file(str or pathlib.Path): file with capital and marginal costs + shapes_file(pathlib.Path): path to shapefiles to which data is disagreggated + """ + shapes = gpd.read_file(shapes_file) + + times = pd.date_range("2015-01-01", "2055-01-01", freq="5y") + + # Concerning the cost of egs: + # The originating paper (see above) provides LCOE via + # (CAPEX + OPEX_fixed) / E + OPEX_var + # where OPEX_var is zero (see the paper's supp) + # E is the total energy generated during lifetime + # Upon request, the authors shared CAPEX and OPEX_fixed on a + # country level. + # CAPEX is interpreted as investment cost as in pypsa-eur/data/costs.csv + # OPEX_fixed is interpreted as FOM as in pypsa-eur/data/costs.csv + # OPEX_var is interpreted as VOM as in pypsa-eur/data/costs.csv + # from this, Nyears is the egs lifetime, discount rate is taken from + # config.yaml + # The procedure to compute capital and marginal cost for the optimization + # is copied from pypsa-eur/scripts/add_electricity.py (see load_costs(...)) + + # The conversion from opex, capex -> capital, marginal cost is executed + # in scripts/prepare_sector_network.py + + cost_cutoffs = ["150", "100", "50"] + egs_data = dict() + + for cutoff in cost_cutoffs: + inner = dict() + inner["potential"] = pd.DataFrame(index=times, columns=shapes["name"]) + inner["opex_fixed"] = deepcopy(inner["potential"]) + inner["capex"] = deepcopy(inner["potential"]) + egs_data[cutoff] = inner + + shapes["area"] = shapes.geometry.apply(lambda geom: geom.area) + shapes["country"] = shapes["name"].apply( + lambda name: pycountry.countries.get(alpha_2=name[:2]).name + ) + + areas = pd.DataFrame(shapes.groupby("country").sum()["area"]) + + def get_overlap(country_row, shape_row): + if shape_row.country != country_row.name: + return 0.0 + else: + return shape_row.geometry.area / country_row.area + + for i, shape_row in shapes.iterrows(): + areas[shape_row["name"]] = areas.apply( + lambda country_row: get_overlap(country_row, shape_row), axis=1 + ) + + country_shares = areas.drop(columns=["area"]) + assigner = np.ceil(country_shares) + + cutoff_slices = [slice(18, 19), slice(8, 18), slice(0, 8)] + + for cutoff, cutoff_slice in zip(cost_cutoffs, cutoff_slices): + for i, time in enumerate(times): + potential = pd.read_excel(potentials_file, sheet_name=(i + 1), index_col=0) + potential = potential[[col for col in potential.columns if "Power" in col]] + potential = potential.loc["Afghanistan":"Zimbabwe"] + potential = potential.rename(index=countryname_mapper) + + potential = potential.loc[areas.index] + potential = potential[potential.columns[cutoff_slice]] + potential = potential.sum(axis=1) + + potential = country_shares.transpose() @ potential + + egs_data[cutoff]["potential"].loc[time] = potential + + # loading capex and opex at difference LCOE cutoffs + cutoff_skiprows = [1, 44, 87] + capex_usecols = slice(1, 9) + opex_usecols = slice(10, 18) + + for cutoff, skiprows in zip(cost_cutoffs, cutoff_skiprows): + prices = pd.read_excel( + costs_file, + sheet_name=1, + index_col=0, + skiprows=skiprows, + ) + + prices = prices.iloc[:38] + prices = prices.rename(index=countryname_mapper) + prices = prices.loc[areas.index] + + capex = prices[prices.columns[capex_usecols]] + opex = prices[prices.columns[opex_usecols]] + + opex.columns = times + capex.columns = times + + for col in capex.columns: + capex_by_shape = assigner.transpose() @ capex[col] + opex_by_shape = assigner.transpose() @ opex[col] + + egs_data[cutoff]["capex"].loc[col] = capex_by_shape + egs_data[cutoff]["opex_fixed"].loc[col] = opex_by_shape + + return egs_data + + +def get_urban_share(shapes, pop_layout_urban, pop_layout_rural): + """ + Computes per demand catchment area, the share of area considered urban. + + These regions are considered as eligible for district heating using + waste heat left over after generation of electricity + """ + + def prepare_gdf(file, remove_zeros=True): + ds = xr.open_dataset(file) + df = ( + ds.to_dataframe() + .reset_index() + .rename( + columns={ + "x": "lon", + "y": "lat", + "__xarray_dataarray_variable__": "density", + } + ) + ) + if remove_zeros: + df = df.loc[df.density > 0] + df.reset_index(inplace=True) + df = gpd.GeoDataFrame(df.density, geometry=gpd.points_from_xy(df.lon, df.lat)) + df["geometry"] = df.geometry.buffer(0.15) + + return df + + urban_areas = prepare_gdf(pop_layout_urban) + rural_areas = prepare_gdf(pop_layout_rural, remove_zeros=False) + + shapes = gpd.read_file(shapes) + + overlap_urban = compute_intersectionmatrix(urban_areas.geometry, shapes.geometry) + overlap_rural = compute_intersectionmatrix(rural_areas.geometry, shapes.geometry) + + overlap_urban = np.array(overlap_urban.toarray().sum(axis=1)).flatten() + overlap_rural = np.array(overlap_rural.toarray().sum(axis=1)).flatten() + + return pd.Series(overlap_urban / overlap_rural, index=shapes.name) + + +logger = logging.getLogger(__name__) + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake( + "build_egs_potential", + simpl="", + clusters=37, + ) + + print("We are actually in here") + egs_data = get_egs_potentials( + snakemake.input["egs_potential"], + None, + snakemake.input["egs_cost"], + snakemake.input["shapes"], + ) + + for cutoff in ["50", "100", "150"]: + data = egs_data[cutoff] + + time = data["potential"].index + countries = data["potential"].columns + dims = ["time", "countries"] + + ds = xr.Dataset( + data_vars=dict( + potential=(dims, data["potential"]), + opex_fixed=(dims, data["opex_fixed"]), + capex=(dims, data["capex"]), + ), + coords={ + "time": (("time"), time), + "countries": (("countries"), countries), + }, + attrs=dict(units="Fill in units!"), + ) + + ds.to_netcdf(snakemake.output[f"egs_potential_{cutoff}"]) + + # dh_area_share = get_urban_share( + # snakemake.input["shapes"], + # snakemake.input["pop_layout_urban"], + # snakemake.input["pop_layout_rural"], + # ) + # dh_area_share.to_csv(snakemake.output["dh_area_share"]) diff --git a/scripts/build_energy_totals.py b/scripts/build_energy_totals.py index 338cc232..1480732a 100644 --- a/scripts/build_energy_totals.py +++ b/scripts/build_energy_totals.py @@ -1,4 +1,12 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Build total energy demands per country using JRC IDEES, eurostat, and EEA data. +""" + import logging logger = logging.getLogger(__name__) @@ -6,12 +14,15 @@ import multiprocessing as mp from functools import partial +import country_converter as coco import geopandas as gpd import numpy as np import pandas as pd -from helper import mute_print +from _helpers import mute_print from tqdm import tqdm +cc = coco.CountryConverter() + idx = pd.IndexSlice @@ -29,8 +40,7 @@ def reverse(dictionary): return {v: k for k, v in dictionary.items()} -# translations for Eurostat -eurostat_country_to_alpha2 = { +eurostat_codes = { "EU28": "EU", "EA19": "EA", "Belgium": "BE", @@ -77,38 +87,10 @@ def reverse(dictionary): "Switzerland": "CH", } -non_EU = ["NO", "CH", "ME", "MK", "RS", "BA", "AL"] idees_rename = {"GR": "EL", "GB": "UK"} -eu28 = [ - "FR", - "DE", - "GB", - "IT", - "ES", - "PL", - "SE", - "NL", - "BE", - "FI", - "CZ", - "DK", - "PT", - "RO", - "AT", - "BG", - "EE", - "GR", - "LV", - "HU", - "IE", - "SK", - "LT", - "HR", - "LU", - "SI", -] + ["CY", "MT"] +eu28 = cc.EU28as("ISO2").ISO2.tolist() eu28_eea = eu28.copy() eu28_eea.remove("GB") @@ -157,7 +139,7 @@ def build_eurostat(input_eurostat, countries, report_year, year): ) # sorted_index necessary for slicing - lookup = eurostat_country_to_alpha2 + lookup = eurostat_codes labelled_dfs = { lookup[df.columns[0]]: df for df in dfs.values() @@ -192,9 +174,7 @@ def build_swiss(year): return df -def idees_per_country(ct, year): - base_dir = snakemake.input.idees - +def idees_per_country(ct, year, base_dir): ct_totals = {} ct_idees = idees_rename.get(ct, ct) @@ -396,13 +376,15 @@ def idees_per_country(ct, year): def build_idees(countries, year): nprocesses = snakemake.threads + disable_progress = snakemake.config["run"].get("disable_progressbar", False) - func = partial(idees_per_country, year=year) + func = partial(idees_per_country, year=year, base_dir=snakemake.input.idees) tqdm_kwargs = dict( ascii=False, unit=" country", total=len(countries), desc="Build from IDEES database", + disable=disable_progress, ) with mute_print(): with mp.Pool(processes=nprocesses) as pool: @@ -501,30 +483,32 @@ def build_energy_totals(countries, eurostat, swiss, idees): # http://www.ssb.no/en/energi-og-industri/statistikker/husenergi/hvert-3-aar/2014-07-14 # The main heating source for about 73 per cent of the households is based on electricity # => 26% is non-electric - elec_fraction = 0.73 - no_norway = df.drop("NO") + if "NO" in df: + elec_fraction = 0.73 - for sector in ["residential", "services"]: - # assume non-electric is heating - nonelectric = ( - df.loc["NO", f"total {sector}"] - df.loc["NO", f"electricity {sector}"] - ) - total_heating = nonelectric / (1 - elec_fraction) + no_norway = df.drop("NO") - for use in uses: - nonelectric_use = ( - no_norway[f"total {sector} {use}"] - - no_norway[f"electricity {sector} {use}"] - ) + for sector in ["residential", "services"]: + # assume non-electric is heating nonelectric = ( - no_norway[f"total {sector}"] - no_norway[f"electricity {sector}"] - ) - fraction = nonelectric_use.div(nonelectric).mean() - df.loc["NO", f"total {sector} {use}"] = total_heating * fraction - df.loc["NO", f"electricity {sector} {use}"] = ( - total_heating * fraction * elec_fraction + df.loc["NO", f"total {sector}"] - df.loc["NO", f"electricity {sector}"] ) + total_heating = nonelectric / (1 - elec_fraction) + + for use in uses: + nonelectric_use = ( + no_norway[f"total {sector} {use}"] + - no_norway[f"electricity {sector} {use}"] + ) + nonelectric = ( + no_norway[f"total {sector}"] - no_norway[f"electricity {sector}"] + ) + fraction = nonelectric_use.div(nonelectric).mean() + df.loc["NO", f"total {sector} {use}"] = total_heating * fraction + df.loc["NO", f"electricity {sector} {use}"] = ( + total_heating * fraction * elec_fraction + ) # Missing aviation @@ -683,7 +667,7 @@ def build_eurostat_co2(input_eurostat, countries, report_year, year=1990): def build_co2_totals(countries, eea_co2, eurostat_co2): co2 = eea_co2.reindex(countries) - for ct in countries.intersection(["BA", "RS", "AL", "ME", "MK"]): + for ct in pd.Index(countries).intersection(["BA", "RS", "AL", "ME", "MK"]): mappings = { "electricity": ( ct, @@ -720,46 +704,49 @@ def build_transport_data(countries, population, idees): transport_data["number cars"] = idees["passenger cars"] # CH from http://ec.europa.eu/eurostat/statistics-explained/index.php/Passenger_cars_in_the_EU#Luxembourg_has_the_highest_number_of_passenger_cars_per_inhabitant - transport_data.at["CH", "number cars"] = 4.136e6 + if "CH" in countries: + transport_data.at["CH", "number cars"] = 4.136e6 missing = transport_data.index[transport_data["number cars"].isna()] - logger.info( - f"Missing data on cars from:\n{list(missing)}\nFilling gaps with averaged data." - ) + if not missing.empty: + logger.info( + f"Missing data on cars from:\n{list(missing)}\nFilling gaps with averaged data." + ) - cars_pp = transport_data["number cars"] / population - transport_data.loc[missing, "number cars"] = cars_pp.mean() * population + cars_pp = transport_data["number cars"] / population + transport_data.loc[missing, "number cars"] = cars_pp.mean() * population # collect average fuel efficiency in kWh/km transport_data["average fuel efficiency"] = idees["passenger car efficiency"] missing = transport_data.index[transport_data["average fuel efficiency"].isna()] - logger.info( - f"Missing data on fuel efficiency from:\n{list(missing)}\nFilling gapswith averaged data." - ) + if not missing.empty: + logger.info( + f"Missing data on fuel efficiency from:\n{list(missing)}\nFilling gapswith averaged data." + ) - fill_values = transport_data["average fuel efficiency"].mean() - transport_data.loc[missing, "average fuel efficiency"] = fill_values + fill_values = transport_data["average fuel efficiency"].mean() + transport_data.loc[missing, "average fuel efficiency"] = fill_values return transport_data if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_energy_totals") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) config = snakemake.config["energy"] nuts3 = gpd.read_file(snakemake.input.nuts3_shapes).set_index("index") population = nuts3["pop"].groupby(nuts3.country).sum() - countries = population.index - idees_countries = countries.intersection(eu28) + countries = snakemake.config["countries"] + idees_countries = pd.Index(countries).intersection(eu28) data_year = config["energy_totals_year"] report_year = snakemake.config["energy"]["eurostat_report_year"] diff --git a/scripts/build_gas_input_locations.py b/scripts/build_gas_input_locations.py index 9b1328e4..314cb767 100644 --- a/scripts/build_gas_input_locations.py +++ b/scripts/build_gas_input_locations.py @@ -1,7 +1,11 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2021-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Build import locations for fossil gas from entry-points, LNG terminals and -production sites. +production sites with data from SciGRID_gas and Global Energy Monitor. """ import logging @@ -11,7 +15,6 @@ import geopandas as gpd import pandas as pd from cluster_gas_network import load_bus_regions -from shapely import wkt def read_scigrid_gas(fn): @@ -76,7 +79,7 @@ def build_gas_input_locations(lng_fn, entry_fn, prod_fn, countries): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_gas_input_locations", @@ -84,7 +87,7 @@ def build_gas_input_locations(lng_fn, entry_fn, prod_fn, countries): clusters="37", ) - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) regions = load_bus_regions( snakemake.input.regions_onshore, snakemake.input.regions_offshore diff --git a/scripts/build_gas_network.py b/scripts/build_gas_network.py index 4a052174..b34ebe9f 100644 --- a/scripts/build_gas_network.py +++ b/scripts/build_gas_network.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Preprocess gas network based on data from bthe SciGRID Gas project +Preprocess gas network based on data from bthe SciGRID_gas project (https://www.gas.scigrid.de/). """ @@ -140,11 +144,11 @@ def prepare_dataset( if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_gas_network") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) gas_network = load_dataset(snakemake.input.gas_network) diff --git a/scripts/build_heat_demand.py b/scripts/build_heat_demand.py index 9f0ee609..6164d25d 100644 --- a/scripts/build_heat_demand.py +++ b/scripts/build_heat_demand.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build heat demand time series. +Build heat demand time series using heating degree day (HDD) approximation. """ import atlite @@ -12,7 +16,7 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_heat_demands", @@ -25,8 +29,7 @@ client = Client(cluster, asynchronous=True) time = pd.date_range(freq="h", **snakemake.config["snapshots"]) - cutout_config = snakemake.config["atlite"]["cutout"] - cutout = atlite.Cutout(cutout_config).sel(time=time) + cutout = atlite.Cutout(snakemake.input.cutout).sel(time=time) clustered_regions = ( gpd.read_file(snakemake.input.regions_onshore) diff --git a/scripts/build_hydro_profile.py b/scripts/build_hydro_profile.py new file mode 100644 index 00000000..279bd7a1 --- /dev/null +++ b/scripts/build_hydro_profile.py @@ -0,0 +1,158 @@ +#!/usr/bin/env python +# -*- coding: utf-8 -*- + +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Build hydroelectric inflow time-series for each country. + +Relevant Settings +----------------- + +.. code:: yaml + + countries: + + renewable: + hydro: + cutout: + clip_min_inflow: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf`, :ref:`renewable_cf` + +Inputs +------ + +- ``data/bundle/EIA_hydro_generation_2000_2014.csv``: Hydroelectricity net generation per country and year (`EIA `_) + + .. image:: img/hydrogeneration.png + :scale: 33 % + +- ``resources/country_shapes.geojson``: confer :ref:`shapes` +- ``"cutouts/" + config["renewable"]['hydro']['cutout']``: confer :ref:`cutout` + +Outputs +------- + +- ``resources/profile_hydro.nc``: + + =================== ================ ========================================================= + Field Dimensions Description + =================== ================ ========================================================= + inflow countries, time Inflow to the state of charge (in MW), + e.g. due to river inflow in hydro reservoir. + =================== ================ ========================================================= + + .. image:: img/inflow-ts.png + :scale: 33 % + + .. image:: img/inflow-box.png + :scale: 33 % + +Description +----------- + +.. seealso:: + :mod:`build_renewable_profiles` +""" + +import logging + +import atlite +import country_converter as coco +import geopandas as gpd +import pandas as pd +from _helpers import configure_logging + +cc = coco.CountryConverter() + + +def get_eia_annual_hydro_generation(fn, countries): + # in billion kWh/a = TWh/a + df = pd.read_csv(fn, skiprows=2, index_col=1, na_values=[" ", "--"]).iloc[1:, 1:] + df.index = df.index.str.strip() + + former_countries = { + "Former Czechoslovakia": dict( + countries=["Czech Republic", "Slovakia"], start=1980, end=1992 + ), + "Former Serbia and Montenegro": dict( + countries=["Serbia", "Montenegro"], start=1992, end=2005 + ), + "Former Yugoslavia": dict( + countries=[ + "Slovenia", + "Croatia", + "Bosnia and Herzegovina", + "Serbia", + "Montenegro", + "North Macedonia", + ], + start=1980, + end=1991, + ), + } + + for k, v in former_countries.items(): + period = [str(i) for i in range(v["start"], v["end"] + 1)] + ratio = df.loc[v["countries"]].T.dropna().sum() + ratio /= ratio.sum() + for country in v["countries"]: + df.loc[country, period] = df.loc[k, period] * ratio[country] + + baltic_states = ["Latvia", "Estonia", "Lithuania"] + df.loc[baltic_states] = ( + df.loc[baltic_states].T.fillna(df.loc[baltic_states].mean(axis=1)).T + ) + + df.loc["Germany"] = df.filter(like="Germany", axis=0).sum() + df.loc["Serbia"] += df.loc["Kosovo"].fillna(0.0) + df = df.loc[~df.index.str.contains("Former")] + df.drop(["Europe", "Germany, West", "Germany, East", "Kosovo"], inplace=True) + + df.index = cc.convert(df.index, to="iso2") + df.index.name = "countries" + + df = df.T[countries] * 1e6 # in MWh/a + + return df + + +logger = logging.getLogger(__name__) + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_hydro_profile") + configure_logging(snakemake) + + config_hydro = snakemake.config["renewable"]["hydro"] + cutout = atlite.Cutout(snakemake.input.cutout) + + countries = snakemake.config["countries"] + country_shapes = ( + gpd.read_file(snakemake.input.country_shapes) + .set_index("name")["geometry"] + .reindex(countries) + ) + country_shapes.index.name = "countries" + + fn = snakemake.input.eia_hydro_generation + eia_stats = get_eia_annual_hydro_generation(fn, countries) + + inflow = cutout.runoff( + shapes=country_shapes, + smooth=True, + lower_threshold_quantile=True, + normalize_using_yearly=eia_stats, + ) + + if "clip_min_inflow" in config_hydro: + inflow = inflow.where(inflow > config_hydro["clip_min_inflow"], 0) + + inflow.to_netcdf(snakemake.output[0]) diff --git a/scripts/build_industrial_distribution_key.py b/scripts/build_industrial_distribution_key.py index 12cffe43..5f2f6893 100644 --- a/scripts/build_industrial_distribution_key.py +++ b/scripts/build_industrial_distribution_key.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build industrial distribution keys from hotmaps database. +Build spatial distribution of industries from Hotmaps database. """ import logging @@ -95,13 +99,12 @@ def prepare_hotmaps_database(regions): return gdf -def build_nodal_distribution_key(hotmaps, regions): +def build_nodal_distribution_key(hotmaps, regions, countries): """ Build nodal distribution keys for each sector. """ sectors = hotmaps.Subsector.unique() - countries = regions.index.str[:2].unique() keys = pd.DataFrame(index=regions.index, columns=sectors, dtype=float) @@ -134,7 +137,7 @@ def build_nodal_distribution_key(hotmaps, regions): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_industrial_distribution_key", @@ -142,12 +145,14 @@ def build_nodal_distribution_key(hotmaps, regions): clusters=48, ) - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) + + countries = snakemake.config["countries"] regions = gpd.read_file(snakemake.input.regions_onshore).set_index("name") hotmaps = prepare_hotmaps_database(regions) - keys = build_nodal_distribution_key(hotmaps, regions) + keys = build_nodal_distribution_key(hotmaps, regions, countries) keys.to_csv(snakemake.output.industrial_distribution_key) diff --git a/scripts/build_industrial_energy_demand_per_country_today.py b/scripts/build_industrial_energy_demand_per_country_today.py index 3bf6ceee..3fa9ef56 100644 --- a/scripts/build_industrial_energy_demand_per_country_today.py +++ b/scripts/build_industrial_energy_demand_per_country_today.py @@ -1,13 +1,21 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Build industrial energy demand per country. """ import multiprocessing as mp +from functools import partial +import country_converter as coco import pandas as pd from tqdm import tqdm +cc = coco.CountryConverter() + ktoe_to_twh = 0.011630 # name in JRC-IDEES Energy Balances @@ -51,42 +59,12 @@ "Electricity": "electricity", } -eu28 = [ - "FR", - "DE", - "GB", - "IT", - "ES", - "PL", - "SE", - "NL", - "BE", - "FI", - "DK", - "PT", - "RO", - "AT", - "BG", - "EE", - "GR", - "LV", - "CZ", - "HU", - "IE", - "SK", - "LT", - "HR", - "LU", - "SI", - "CY", - "MT", -] +eu28 = cc.EU28as("ISO2").ISO2.tolist() jrc_names = {"GR": "EL", "GB": "UK"} -def industrial_energy_demand_per_country(country): - jrc_dir = snakemake.input.jrc +def industrial_energy_demand_per_country(country, year, jrc_dir): jrc_country = jrc_names.get(country, country) fn = f"{jrc_dir}/JRC-IDEES-2015_EnergyBalance_{jrc_country}.xlsx" @@ -150,7 +128,10 @@ def get_ammonia_by_fuel(x): return demand -def add_non_eu28_industrial_energy_demand(demand): +def add_non_eu28_industrial_energy_demand(countries, demand): + non_eu28 = countries.difference(eu28) + if non_eu28.empty: + return demand # output in MtMaterial/a fn = snakemake.input.industrial_production_per_country production = pd.read_csv(fn, index_col=0) / 1e3 @@ -160,12 +141,10 @@ def add_non_eu28_industrial_energy_demand(demand): production["Basic chemicals (without ammonia)"] = production[chemicals].sum(axis=1) production.drop(columns=chemicals, inplace=True) - eu28_production = production.loc[eu28].sum() + eu28_production = production.loc[countries.intersection(eu28)].sum() eu28_energy = demand.groupby(level=1).sum() eu28_averages = eu28_energy / eu28_production - non_eu28 = production.index.symmetric_difference(eu28) - demand_non_eu28 = pd.concat( {k: v * eu28_averages for k, v in production.loc[non_eu28].iterrows()} ) @@ -173,14 +152,18 @@ def add_non_eu28_industrial_energy_demand(demand): return pd.concat([demand, demand_non_eu28]) -def industrial_energy_demand(countries): +def industrial_energy_demand(countries, year): nprocesses = snakemake.threads - func = industrial_energy_demand_per_country + disable_progress = snakemake.config["run"].get("disable_progressbar", False) + func = partial( + industrial_energy_demand_per_country, year=year, jrc_dir=snakemake.input.jrc + ) tqdm_kwargs = dict( ascii=False, unit=" country", total=len(countries), desc="Build industrial energy demand", + disable=disable_progress, ) with mp.Pool(processes=nprocesses) as pool: demand_l = list(tqdm(pool.imap(func, countries), **tqdm_kwargs)) @@ -192,18 +175,19 @@ def industrial_energy_demand(countries): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_industrial_energy_demand_per_country_today") config = snakemake.config["industry"] year = config.get("reference_year", 2015) + countries = pd.Index(snakemake.config["countries"]) - demand = industrial_energy_demand(eu28) + demand = industrial_energy_demand(countries.intersection(eu28), year) demand = add_ammonia_energy_demand(demand) - demand = add_non_eu28_industrial_energy_demand(demand) + demand = add_non_eu28_industrial_energy_demand(countries, demand) # for format compatibility demand = demand.stack(dropna=False).unstack(level=[0, 2]) diff --git a/scripts/build_industrial_energy_demand_per_node.py b/scripts/build_industrial_energy_demand_per_node.py index 10e10ab8..b75b2058 100644 --- a/scripts/build_industrial_energy_demand_per_node.py +++ b/scripts/build_industrial_energy_demand_per_node.py @@ -1,13 +1,17 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build industrial energy demand per node. +Build industrial energy demand per model region. """ import pandas as pd if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_industrial_energy_demand_per_node", diff --git a/scripts/build_industrial_energy_demand_per_node_today.py b/scripts/build_industrial_energy_demand_per_node_today.py index 85b4b99a..da1ec2d7 100644 --- a/scripts/build_industrial_energy_demand_per_node_today.py +++ b/scripts/build_industrial_energy_demand_per_node_today.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build industrial energy demand per node. +Build industrial energy demand per model region. """ from itertools import product @@ -65,7 +69,7 @@ def build_nodal_industrial_energy_demand(): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_industrial_energy_demand_per_node_today", diff --git a/scripts/build_industrial_production_per_country.py b/scripts/build_industrial_production_per_country.py index 80189321..8a4c19c2 100644 --- a/scripts/build_industrial_production_per_country.py +++ b/scripts/build_industrial_production_per_country.py @@ -1,19 +1,27 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Build industrial production per country. """ import logging +from functools import partial logger = logging.getLogger(__name__) import multiprocessing as mp +import country_converter as coco import numpy as np import pandas as pd -from helper import mute_print +from _helpers import mute_print from tqdm import tqdm +cc = coco.CountryConverter() + tj_to_ktoe = 0.0238845 ktoe_to_twh = 0.01163 @@ -31,41 +39,10 @@ "Other Industrial Sectors": "OIS", } -non_EU = ["NO", "CH", "ME", "MK", "RS", "BA", "AL"] +eu28 = cc.EU28as("ISO2").ISO2.values jrc_names = {"GR": "EL", "GB": "UK"} -eu28 = [ - "FR", - "DE", - "GB", - "IT", - "ES", - "PL", - "SE", - "NL", - "BE", - "FI", - "DK", - "PT", - "RO", - "AT", - "BG", - "EE", - "GR", - "LV", - "CZ", - "HU", - "IE", - "SK", - "LT", - "HR", - "LU", - "SI", - "CY", - "MT", -] - sect2sub = { "Iron and steel": ["Electric arc", "Integrated steelworks"], "Chemicals Industry": [ @@ -181,7 +158,7 @@ def find_physical_output(df): return slice(start, end) -def get_energy_ratio(country): +def get_energy_ratio(country, eurostat_dir, jrc_dir, year): if country == "CH": e_country = e_switzerland * tj_to_ktoe else: @@ -210,7 +187,7 @@ def get_energy_ratio(country): return pd.Series({k: e_ratio[v] for k, v in sub2sect.items()}) -def industry_production_per_country(country): +def industry_production_per_country(country, year, eurostat_dir, jrc_dir): def get_sector_data(sector, country): jrc_country = jrc_names.get(country, country) fn = f"{jrc_dir}/JRC-IDEES-2015_Industry_{jrc_country}.xlsx" @@ -228,25 +205,33 @@ def get_sector_data(sector, country): return df - ct = "EU28" if country in non_EU else country - demand = pd.concat([get_sector_data(s, ct) for s in sect2sub.keys()]) + ct = "EU28" if country not in eu28 else country + demand = pd.concat([get_sector_data(s, ct) for s in sect2sub]) - if country in non_EU: - demand *= get_energy_ratio(country) + if country not in eu28: + demand *= get_energy_ratio(country, eurostat_dir, jrc_dir, year) demand.name = country return demand -def industry_production(countries): +def industry_production(countries, year, eurostat_dir, jrc_dir): nprocesses = snakemake.threads - func = industry_production_per_country + disable_progress = snakemake.config["run"].get("disable_progressbar", False) + + func = partial( + industry_production_per_country, + year=year, + eurostat_dir=eurostat_dir, + jrc_dir=jrc_dir, + ) tqdm_kwargs = dict( ascii=False, unit=" country", total=len(countries), desc="Build industry production", + disable=disable_progress, ) with mp.Pool(processes=nprocesses) as pool: demand_l = list(tqdm(pool.imap(func, countries), **tqdm_kwargs)) @@ -258,7 +243,7 @@ def industry_production(countries): return demand -def separate_basic_chemicals(demand): +def separate_basic_chemicals(demand, year): """ Separate basic chemicals into ammonia, chlorine, methanol and HVC. """ @@ -290,13 +275,13 @@ def separate_basic_chemicals(demand): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_industrial_production_per_country") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) - countries = non_EU + eu28 + countries = snakemake.config["countries"] year = snakemake.config["industry"]["reference_year"] @@ -305,9 +290,9 @@ def separate_basic_chemicals(demand): jrc_dir = snakemake.input.jrc eurostat_dir = snakemake.input.eurostat - demand = industry_production(countries) + demand = industry_production(countries, year, eurostat_dir, jrc_dir) - separate_basic_chemicals(demand) + separate_basic_chemicals(demand, year) fn = snakemake.output.industrial_production_per_country demand.to_csv(fn, float_format="%.2f") diff --git a/scripts/build_industrial_production_per_country_tomorrow.py b/scripts/build_industrial_production_per_country_tomorrow.py index 05845f06..e554e159 100644 --- a/scripts/build_industrial_production_per_country_tomorrow.py +++ b/scripts/build_industrial_production_per_country_tomorrow.py @@ -1,4 +1,8 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Build future industrial production per country. """ @@ -8,7 +12,7 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_industrial_production_per_country_tomorrow") diff --git a/scripts/build_industrial_production_per_node.py b/scripts/build_industrial_production_per_node.py index 7ddd21be..7b40cb7c 100644 --- a/scripts/build_industrial_production_per_node.py +++ b/scripts/build_industrial_production_per_node.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build industrial production per node. +Build industrial production per model region. """ from itertools import product @@ -62,7 +66,7 @@ def build_nodal_industrial_production(): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_industrial_production_per_node", diff --git a/scripts/build_industry_sector_ratios.py b/scripts/build_industry_sector_ratios.py index c62ee9dd..5f5f7b90 100644 --- a/scripts/build_industry_sector_ratios.py +++ b/scripts/build_industry_sector_ratios.py @@ -1,10 +1,14 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build industry sector ratios. +Build specific energy consumption by carrier and industries. """ import pandas as pd -from helper import mute_print +from _helpers import mute_print # GWh/ktoe OR MWh/toe toe_to_MWh = 11.630 @@ -1458,7 +1462,7 @@ def other_industrial_sectors(): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_industry_sector_ratios") diff --git a/scripts/build_load_data.py b/scripts/build_load_data.py new file mode 100755 index 00000000..01e3fb1e --- /dev/null +++ b/scripts/build_load_data.py @@ -0,0 +1,309 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020 @JanFrederickUnnewehr, The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +This rule downloads the load data from `Open Power System Data Time series. + +`_. For all countries in +the network, the per country load timeseries with suffix +``_load_actual_entsoe_transparency`` are extracted from the dataset. After +filling small gaps linearly and large gaps by copying time-slice of a given +period, the load data is exported to a ``.csv`` file. + +Relevant Settings +----------------- + +.. code:: yaml + + snapshots: + + load: + interpolate_limit: + time_shift_for_large_gaps: + manual_adjustments: + + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`load_cf` + +Inputs +------ + +- ``data/load_raw.csv``: + +Outputs +------- + +- ``resources/load.csv``: +""" + +import logging + +logger = logging.getLogger(__name__) +import dateutil +import numpy as np +import pandas as pd +from _helpers import configure_logging +from pandas import Timedelta as Delta + + +def load_timeseries(fn, years, countries, powerstatistics=True): + """ + Read load data from OPSD time-series package version 2020-10-06. + + Parameters + ---------- + years : None or slice() + Years for which to read load data (defaults to + slice("2018","2019")) + fn : str + File name or url location (file format .csv) + countries : listlike + Countries for which to read load data. + powerstatistics: bool + Whether the electricity consumption data of the ENTSOE power + statistics (if true) or of the ENTSOE transparency map (if false) + should be parsed. + + Returns + ------- + load : pd.DataFrame + Load time-series with UTC timestamps x ISO-2 countries + """ + logger.info(f"Retrieving load data from '{fn}'.") + + pattern = "power_statistics" if powerstatistics else "transparency" + pattern = f"_load_actual_entsoe_{pattern}" + + def rename(s): + return s[: -len(pattern)] + + def date_parser(x): + return dateutil.parser.parse(x, ignoretz=True) + + return ( + pd.read_csv(fn, index_col=0, parse_dates=[0], date_parser=date_parser) + .filter(like=pattern) + .rename(columns=rename) + .dropna(how="all", axis=0) + .rename(columns={"GB_UKM": "GB"}) + .filter(items=countries) + .loc[years] + ) + + +def consecutive_nans(ds): + return ( + ds.isnull() + .astype(int) + .groupby(ds.notnull().astype(int).cumsum()[ds.isnull()]) + .transform("sum") + .fillna(0) + ) + + +def fill_large_gaps(ds, shift): + """ + Fill up large gaps with load data from the previous week. + + This function fills gaps ragning from 3 to 168 hours (one week). + """ + shift = Delta(shift) + nhours = shift / np.timedelta64(1, "h") + if (consecutive_nans(ds) > nhours).any(): + logger.warning( + "There exist gaps larger then the time shift used for " + "copying time slices." + ) + time_shift = pd.Series(ds.values, ds.index + shift) + return ds.where(ds.notnull(), time_shift.reindex_like(ds)) + + +def nan_statistics(df): + def max_consecutive_nans(ds): + return ( + ds.isnull() + .astype(int) + .groupby(ds.notnull().astype(int).cumsum()) + .sum() + .max() + ) + + consecutive = df.apply(max_consecutive_nans) + total = df.isnull().sum() + max_total_per_month = df.isnull().resample("m").sum().max() + return pd.concat( + [total, consecutive, max_total_per_month], + keys=["total", "consecutive", "max_total_per_month"], + axis=1, + ) + + +def copy_timeslice(load, cntry, start, stop, delta, fn_load=None): + start = pd.Timestamp(start) + stop = pd.Timestamp(stop) + if start in load.index and stop in load.index: + if start - delta in load.index and stop - delta in load.index and cntry in load: + load.loc[start:stop, cntry] = load.loc[ + start - delta : stop - delta, cntry + ].values + elif fn_load is not None: + duration = pd.date_range(freq="h", start=start - delta, end=stop - delta) + load_raw = load_timeseries(fn_load, duration, [cntry], powerstatistics) + load.loc[start:stop, cntry] = load_raw.loc[ + start - delta : stop - delta, cntry + ].values + + +def manual_adjustment(load, fn_load, powerstatistics): + """ + Adjust gaps manual for load data from OPSD time-series package. + + 1. For the ENTSOE power statistics load data (if powerstatistics is True) + + Kosovo (KV) and Albania (AL) do not exist in the data set. Kosovo gets the + same load curve as Serbia and Albania the same as Macdedonia, both scaled + by the corresponding ratio of total energy consumptions reported by + IEA Data browser [0] for the year 2013. + + 2. For the ENTSOE transparency load data (if powerstatistics is False) + + Albania (AL) and Macedonia (MK) do not exist in the data set. Both get the + same load curve as Montenegro, scaled by the corresponding ratio of total energy + consumptions reported by IEA Data browser [0] for the year 2016. + + [0] https://www.iea.org/data-and-statistics?country=WORLD&fuel=Electricity%20and%20heat&indicator=TotElecCons + + + Parameters + ---------- + load : pd.DataFrame + Load time-series with UTC timestamps x ISO-2 countries + powerstatistics: bool + Whether argument load comprises the electricity consumption data of + the ENTSOE power statistics or of the ENTSOE transparency map + load_fn: str + File name or url location (file format .csv) + + Returns + ------- + load : pd.DataFrame + Manual adjusted and interpolated load time-series with UTC + timestamps x ISO-2 countries + """ + if powerstatistics: + if "MK" in load.columns: + if "AL" not in load.columns or load.AL.isnull().values.all(): + load["AL"] = load["MK"] * (4.1 / 7.4) + if "RS" in load.columns: + if "KV" not in load.columns or load.KV.isnull().values.all(): + load["KV"] = load["RS"] * (4.8 / 27.0) + + copy_timeslice( + load, "GR", "2015-08-11 21:00", "2015-08-15 20:00", Delta(weeks=1) + ) + copy_timeslice( + load, "AT", "2018-12-31 22:00", "2019-01-01 22:00", Delta(days=2) + ) + copy_timeslice( + load, "CH", "2010-01-19 07:00", "2010-01-19 22:00", Delta(days=1) + ) + copy_timeslice( + load, "CH", "2010-03-28 00:00", "2010-03-28 21:00", Delta(days=1) + ) + # is a WE, so take WE before + copy_timeslice( + load, "CH", "2010-10-08 13:00", "2010-10-10 21:00", Delta(weeks=1) + ) + copy_timeslice( + load, "CH", "2010-11-04 04:00", "2010-11-04 22:00", Delta(days=1) + ) + copy_timeslice( + load, "NO", "2010-12-09 11:00", "2010-12-09 18:00", Delta(days=1) + ) + # whole january missing + copy_timeslice( + load, + "GB", + "2010-01-01 00:00", + "2010-01-31 23:00", + Delta(days=-365), + fn_load, + ) + # 1.1. at midnight gets special treatment + copy_timeslice( + load, + "IE", + "2016-01-01 00:00", + "2016-01-01 01:00", + Delta(days=-366), + fn_load, + ) + copy_timeslice( + load, + "PT", + "2016-01-01 00:00", + "2016-01-01 01:00", + Delta(days=-366), + fn_load, + ) + copy_timeslice( + load, + "GB", + "2016-01-01 00:00", + "2016-01-01 01:00", + Delta(days=-366), + fn_load, + ) + + else: + if "ME" in load: + if "AL" not in load and "AL" in countries: + load["AL"] = load.ME * (5.7 / 2.9) + if "MK" not in load and "MK" in countries: + load["MK"] = load.ME * (6.7 / 2.9) + copy_timeslice( + load, "BG", "2018-10-27 21:00", "2018-10-28 22:00", Delta(weeks=1) + ) + + return load + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_load_data") + + configure_logging(snakemake) + + powerstatistics = snakemake.config["load"]["power_statistics"] + interpolate_limit = snakemake.config["load"]["interpolate_limit"] + countries = snakemake.config["countries"] + snapshots = pd.date_range(freq="h", **snakemake.config["snapshots"]) + years = slice(snapshots[0], snapshots[-1]) + time_shift = snakemake.config["load"]["time_shift_for_large_gaps"] + + load = load_timeseries(snakemake.input[0], years, countries, powerstatistics) + + if snakemake.config["load"]["manual_adjustments"]: + load = manual_adjustment(load, snakemake.input[0], powerstatistics) + + logger.info(f"Linearly interpolate gaps of size {interpolate_limit} and less.") + load = load.interpolate(method="linear", limit=interpolate_limit) + + logger.info( + "Filling larger gaps by copying time-slices of period " f"'{time_shift}'." + ) + load = load.apply(fill_large_gaps, shift=time_shift) + + assert not load.isna().any().any(), ( + "Load data contains nans. Adjust the parameters " + "`time_shift_for_large_gaps` or modify the `manual_adjustment` function " + "for implementing the needed load data modifications." + ) + + load.to_csv(snakemake.output[0]) diff --git a/scripts/build_natura_raster.py b/scripts/build_natura_raster.py new file mode 100644 index 00000000..9246508e --- /dev/null +++ b/scripts/build_natura_raster.py @@ -0,0 +1,102 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Rasters the vector data of the `Natura 2000. + +`_ natural protection areas onto all +cutout regions. + +Relevant Settings +----------------- + +.. code:: yaml + + renewable: + {technology}: + cutout: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`renewable_cf` + +Inputs +------ + +- ``data/bundle/natura/Natura2000_end2015.shp``: `Natura 2000 `_ natural protection areas. + + .. image:: img/natura.png + :scale: 33 % + +Outputs +------- + +- ``resources/natura.tiff``: Rasterized version of `Natura 2000 `_ natural protection areas to reduce computation times. + + .. image:: img/natura.png + :scale: 33 % + +Description +----------- +""" + +import logging + +import atlite +import geopandas as gpd +import rasterio as rio +from _helpers import configure_logging +from rasterio.features import geometry_mask +from rasterio.warp import transform_bounds + +logger = logging.getLogger(__name__) + + +def determine_cutout_xXyY(cutout_name): + cutout = atlite.Cutout(cutout_name) + assert cutout.crs.to_epsg() == 4326 + x, X, y, Y = cutout.extent + dx, dy = cutout.dx, cutout.dy + return [x - dx / 2.0, X + dx / 2.0, y - dy / 2.0, Y + dy / 2.0] + + +def get_transform_and_shape(bounds, res): + left, bottom = [(b // res) * res for b in bounds[:2]] + right, top = [(b // res + 1) * res for b in bounds[2:]] + shape = int((top - bottom) // res), int((right - left) / res) + transform = rio.Affine(res, 0, left, 0, -res, top) + return transform, shape + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_natura_raster") + configure_logging(snakemake) + + cutouts = snakemake.input.cutouts + xs, Xs, ys, Ys = zip(*(determine_cutout_xXyY(cutout) for cutout in cutouts)) + bounds = transform_bounds(4326, 3035, min(xs), min(ys), max(Xs), max(Ys)) + transform, out_shape = get_transform_and_shape(bounds, res=100) + + # adjusted boundaries + shapes = gpd.read_file(snakemake.input.natura).to_crs(3035) + raster = ~geometry_mask(shapes.geometry, out_shape, transform) + raster = raster.astype(rio.uint8) + + with rio.open( + snakemake.output[0], + "w", + driver="GTiff", + dtype=rio.uint8, + count=1, + transform=transform, + crs=3035, + compress="lzw", + width=raster.shape[1], + height=raster.shape[0], + ) as dst: + dst.write(raster, indexes=1) diff --git a/scripts/build_population_layouts.py b/scripts/build_population_layouts.py index d624349f..a9308b7e 100644 --- a/scripts/build_population_layouts.py +++ b/scripts/build_population_layouts.py @@ -1,13 +1,16 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build mapping between grid cells and population (total, urban, rural) +Build mapping between cutout grid cells and population (total, urban, rural). """ import logging logger = logging.getLogger(__name__) -import multiprocessing as mp import atlite import geopandas as gpd @@ -17,13 +20,13 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("build_population_layouts") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) - cutout = atlite.Cutout(snakemake.config["atlite"]["cutout"]) + cutout = atlite.Cutout(snakemake.input.cutout) grid_cells = cutout.grid.geometry diff --git a/scripts/build_population_weighted_energy_totals.py b/scripts/build_population_weighted_energy_totals.py index 9b4fb2b1..85d7a8b3 100644 --- a/scripts/build_population_weighted_energy_totals.py +++ b/scripts/build_population_weighted_energy_totals.py @@ -1,13 +1,17 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build population-weighted energy totals. +Distribute country-level energy demands by population. """ import pandas as pd if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_population_weighted_energy_totals", diff --git a/scripts/build_powerplants.py b/scripts/build_powerplants.py new file mode 100755 index 00000000..a8a65249 --- /dev/null +++ b/scripts/build_powerplants.py @@ -0,0 +1,166 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Retrieves conventional powerplant capacities and locations from +`powerplantmatching `_, assigns +these to buses and creates a ``.csv`` file. It is possible to amend the +powerplant database with custom entries provided in +``data/custom_powerplants.csv``. + +Relevant Settings +----------------- + +.. code:: yaml + + electricity: + powerplants_filter: + custom_powerplants: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`electricity` + +Inputs +------ + +- ``networks/base.nc``: confer :ref:`base`. +- ``data/custom_powerplants.csv``: custom powerplants in the same format as `powerplantmatching `_ provides + +Outputs +------- + +- ``resource/powerplants.csv``: A list of conventional power plants (i.e. neither wind nor solar) with fields for name, fuel type, technology, country, capacity in MW, duration, commissioning year, retrofit year, latitude, longitude, and dam information as documented in the `powerplantmatching README `_; additionally it includes information on the closest substation/bus in ``networks/base.nc``. + + .. image:: img/powerplantmatching.png + :scale: 30 % + + **Source:** `powerplantmatching on GitHub `_ + +Description +----------- + +The configuration options ``electricity: powerplants_filter`` and ``electricity: custom_powerplants`` can be used to control whether data should be retrieved from the original powerplants database or from custom amendmends. These specify `pandas.query `_ commands. + +1. Adding all powerplants from custom: + + .. code:: yaml + + powerplants_filter: false + custom_powerplants: true + +2. Replacing powerplants in e.g. Germany by custom data: + + .. code:: yaml + + powerplants_filter: Country not in ['Germany'] + custom_powerplants: true + + or + + .. code:: yaml + + powerplants_filter: Country not in ['Germany'] + custom_powerplants: Country in ['Germany'] + + +3. Adding additional built year constraints: + + .. code:: yaml + + powerplants_filter: Country not in ['Germany'] and YearCommissioned <= 2015 + custom_powerplants: YearCommissioned <= 2015 +""" + +import logging + +import pandas as pd +import powerplantmatching as pm +import pypsa +from _helpers import configure_logging +from powerplantmatching.export import map_country_bus + +logger = logging.getLogger(__name__) + + +def add_custom_powerplants(ppl, custom_powerplants, custom_ppl_query=False): + if not custom_ppl_query: + return ppl + add_ppls = pd.read_csv(custom_powerplants, index_col=0, dtype={"bus": "str"}) + if isinstance(custom_ppl_query, str): + add_ppls.query(custom_ppl_query, inplace=True) + return pd.concat( + [ppl, add_ppls], sort=False, ignore_index=True, verify_integrity=True + ) + + +def replace_natural_gas_technology(df): + mapping = {"Steam Turbine": "OCGT", "Combustion Engine": "OCGT"} + tech = df.Technology.replace(mapping).fillna("OCGT") + return df.Technology.where(df.Fueltype != "Natural Gas", tech) + + +def replace_natural_gas_fueltype(df): + return df.Fueltype.where(df.Fueltype != "Natural Gas", df.Technology) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_powerplants") + configure_logging(snakemake) + + n = pypsa.Network(snakemake.input.base_network) + countries = snakemake.config["countries"] + + ppl = ( + pm.powerplants(from_url=True) + .powerplant.fill_missing_decommissioning_years() + .powerplant.convert_country_to_alpha2() + .query('Fueltype not in ["Solar", "Wind"] and Country in @countries') + .assign(Technology=replace_natural_gas_technology) + .assign(Fueltype=replace_natural_gas_fueltype) + ) + + # Correct bioenergy for countries where possible + opsd = pm.data.OPSD_VRE().powerplant.convert_country_to_alpha2() + opsd = opsd.query('Country in @countries and Fueltype == "Bioenergy"') + opsd["Name"] = "Biomass" + available_countries = opsd.Country.unique() + ppl = ppl.query('not (Country in @available_countries and Fueltype == "Bioenergy")') + ppl = pd.concat([ppl, opsd]) + + ppl_query = snakemake.config["electricity"]["powerplants_filter"] + if isinstance(ppl_query, str): + ppl.query(ppl_query, inplace=True) + + # add carriers from own powerplant files: + custom_ppl_query = snakemake.config["electricity"]["custom_powerplants"] + ppl = add_custom_powerplants( + ppl, snakemake.input.custom_powerplants, custom_ppl_query + ) + + countries_wo_ppl = set(countries) - set(ppl.Country.unique()) + if countries_wo_ppl: + logging.warning(f"No powerplants known in: {', '.join(countries_wo_ppl)}") + + substations = n.buses.query("substation_lv") + ppl = map_country_bus(ppl, substations) + + bus_null_b = ppl["bus"].isnull() + if bus_null_b.any(): + logging.warning( + f"Couldn't find close bus for {bus_null_b.sum()} powerplants. " + "Removing them from the powerplants list." + ) + ppl = ppl[~bus_null_b] + + # TODO: This has to fixed in PPM, some powerplants are still duplicated + cumcount = ppl.groupby(["bus", "Fueltype"]).cumcount() + 1 + ppl.Name = ppl.Name.where(cumcount == 1, ppl.Name + " " + cumcount.astype(str)) + + ppl.reset_index(drop=True).to_csv(snakemake.output[0]) diff --git a/scripts/build_renewable_profiles.py b/scripts/build_renewable_profiles.py new file mode 100644 index 00000000..ea4dfa9a --- /dev/null +++ b/scripts/build_renewable_profiles.py @@ -0,0 +1,372 @@ +#!/usr/bin/env python +# -*- coding: utf-8 -*- + +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Calculates for each network node the (i) installable capacity (based on land- +use), (ii) the available generation time series (based on weather data), and +(iii) the average distance from the node for onshore wind, AC-connected +offshore wind, DC-connected offshore wind and solar PV generators. In addition +for offshore wind it calculates the fraction of the grid connection which is +under water. + +.. note:: Hydroelectric profiles are built in script :mod:`build_hydro_profiles`. + +Relevant settings +----------------- + +.. code:: yaml + + snapshots: + + atlite: + nprocesses: + + renewable: + {technology}: + cutout: + corine: + grid_codes: + distance: + natura: + max_depth: + max_shore_distance: + min_shore_distance: + capacity_per_sqkm: + correction_factor: + potential: + min_p_max_pu: + clip_p_max_pu: + resource: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`snapshots_cf`, :ref:`atlite_cf`, :ref:`renewable_cf` + +Inputs +------ + +- ``data/bundle/corine/g250_clc06_V18_5.tif``: `CORINE Land Cover (CLC) `_ inventory on `44 classes `_ of land use (e.g. forests, arable land, industrial, urban areas). + + .. image:: img/corine.png + :scale: 33 % + +- ``data/bundle/GEBCO_2014_2D.nc``: A `bathymetric `_ data set with a global terrain model for ocean and land at 15 arc-second intervals by the `General Bathymetric Chart of the Oceans (GEBCO) `_. + + .. image:: img/gebco_2019_grid_image.jpg + :scale: 50 % + + **Source:** `GEBCO `_ + +- ``resources/natura.tiff``: confer :ref:`natura` +- ``resources/offshore_shapes.geojson``: confer :ref:`shapes` +- ``resources/regions_onshore.geojson``: (if not offshore wind), confer :ref:`busregions` +- ``resources/regions_offshore.geojson``: (if offshore wind), :ref:`busregions` +- ``"cutouts/" + config["renewable"][{technology}]['cutout']``: :ref:`cutout` +- ``networks/base.nc``: :ref:`base` + +Outputs +------- + +- ``resources/profile_{technology}.nc`` with the following structure + + =================== ========== ========================================================= + Field Dimensions Description + =================== ========== ========================================================= + profile bus, time the per unit hourly availability factors for each node + ------------------- ---------- --------------------------------------------------------- + weight bus sum of the layout weighting for each node + ------------------- ---------- --------------------------------------------------------- + p_nom_max bus maximal installable capacity at the node (in MW) + ------------------- ---------- --------------------------------------------------------- + potential y, x layout of generator units at cutout grid cells inside the + Voronoi cell (maximal installable capacity at each grid + cell multiplied by capacity factor) + ------------------- ---------- --------------------------------------------------------- + average_distance bus average distance of units in the Voronoi cell to the + grid node (in km) + ------------------- ---------- --------------------------------------------------------- + underwater_fraction bus fraction of the average connection distance which is + under water (only for offshore) + =================== ========== ========================================================= + + - **profile** + + .. image:: img/profile_ts.png + :scale: 33 % + :align: center + + - **p_nom_max** + + .. image:: img/p_nom_max_hist.png + :scale: 33 % + :align: center + + - **potential** + + .. image:: img/potential_heatmap.png + :scale: 33 % + :align: center + + - **average_distance** + + .. image:: img/distance_hist.png + :scale: 33 % + :align: center + + - **underwater_fraction** + + .. image:: img/underwater_hist.png + :scale: 33 % + :align: center + +Description +----------- + +This script functions at two main spatial resolutions: the resolution of the +network nodes and their `Voronoi cells +`_, and the resolution of the +cutout grid cells for the weather data. Typically the weather data grid is +finer than the network nodes, so we have to work out the distribution of +generators across the grid cells within each Voronoi cell. This is done by +taking account of a combination of the available land at each grid cell and the +capacity factor there. + +First the script computes how much of the technology can be installed at each +cutout grid cell and each node using the `GLAES +`_ library. This uses the CORINE land use data, +Natura2000 nature reserves and GEBCO bathymetry data. + +.. image:: img/eligibility.png + :scale: 50 % + :align: center + +To compute the layout of generators in each node's Voronoi cell, the +installable potential in each grid cell is multiplied with the capacity factor +at each grid cell. This is done since we assume more generators are installed +at cells with a higher capacity factor. + +.. image:: img/offwinddc-gridcell.png + :scale: 50 % + :align: center + +.. image:: img/offwindac-gridcell.png + :scale: 50 % + :align: center + +.. image:: img/onwind-gridcell.png + :scale: 50 % + :align: center + +.. image:: img/solar-gridcell.png + :scale: 50 % + :align: center + +This layout is then used to compute the generation availability time series +from the weather data cutout from ``atlite``. + +Two methods are available to compute the maximal installable potential for the +node (`p_nom_max`): ``simple`` and ``conservative``: + +- ``simple`` adds up the installable potentials of the individual grid cells. + If the model comes close to this limit, then the time series may slightly + overestimate production since it is assumed the geographical distribution is + proportional to capacity factor. + +- ``conservative`` assertains the nodal limit by increasing capacities + proportional to the layout until the limit of an individual grid cell is + reached. +""" +import functools +import logging +import time + +import atlite +import geopandas as gpd +import numpy as np +import xarray as xr +from _helpers import configure_logging +from dask.distributed import Client, LocalCluster +from pypsa.geo import haversine +from shapely.geometry import LineString + +logger = logging.getLogger(__name__) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_renewable_profiles", technology="solar") + configure_logging(snakemake) + + nprocesses = int(snakemake.threads) + noprogress = snakemake.config["run"].get("disable_progressbar", True) + config = snakemake.config["renewable"][snakemake.wildcards.technology] + resource = config["resource"] # pv panel config / wind turbine config + correction_factor = config.get("correction_factor", 1.0) + capacity_per_sqkm = config["capacity_per_sqkm"] + p_nom_max_meth = config.get("potential", "conservative") + + if isinstance(config.get("corine", {}), list): + config["corine"] = {"grid_codes": config["corine"]} + + if correction_factor != 1.0: + logger.info(f"correction_factor is set as {correction_factor}") + + cluster = LocalCluster(n_workers=nprocesses, threads_per_worker=1) + client = Client(cluster, asynchronous=True) + + cutout = atlite.Cutout(snakemake.input.cutout) + regions = gpd.read_file(snakemake.input.regions) + assert not regions.empty, ( + f"List of regions in {snakemake.input.regions} is empty, please " + "disable the corresponding renewable technology" + ) + # do not pull up, set_index does not work if geo dataframe is empty + regions = regions.set_index("name").rename_axis("bus") + buses = regions.index + + res = config.get("excluder_resolution", 100) + excluder = atlite.ExclusionContainer(crs=3035, res=res) + + if config["natura"]: + excluder.add_raster(snakemake.input.natura, nodata=0, allow_no_overlap=True) + + corine = config.get("corine", {}) + if "grid_codes" in corine: + codes = corine["grid_codes"] + excluder.add_raster(snakemake.input.corine, codes=codes, invert=True, crs=3035) + if corine.get("distance", 0.0) > 0.0: + codes = corine["distance_grid_codes"] + buffer = corine["distance"] + excluder.add_raster( + snakemake.input.corine, codes=codes, buffer=buffer, crs=3035 + ) + + if "ship_threshold" in config: + shipping_threshold = ( + config["ship_threshold"] * 8760 * 6 + ) # approximation because 6 years of data which is hourly collected + func = functools.partial(np.less, shipping_threshold) + excluder.add_raster( + snakemake.input.ship_density, codes=func, crs=4326, allow_no_overlap=True + ) + + if config.get("max_depth"): + # lambda not supported for atlite + multiprocessing + # use named function np.greater with partially frozen argument instead + # and exclude areas where: -max_depth > grid cell depth + func = functools.partial(np.greater, -config["max_depth"]) + excluder.add_raster(snakemake.input.gebco, codes=func, crs=4326, nodata=-1000) + + if "min_shore_distance" in config: + buffer = config["min_shore_distance"] + excluder.add_geometry(snakemake.input.country_shapes, buffer=buffer) + + if "max_shore_distance" in config: + buffer = config["max_shore_distance"] + excluder.add_geometry( + snakemake.input.country_shapes, buffer=buffer, invert=True + ) + + kwargs = dict(nprocesses=nprocesses, disable_progressbar=noprogress) + if noprogress: + logger.info("Calculate landuse availabilities...") + start = time.time() + availability = cutout.availabilitymatrix(regions, excluder, **kwargs) + duration = time.time() - start + logger.info(f"Completed availability calculation ({duration:2.2f}s)") + else: + availability = cutout.availabilitymatrix(regions, excluder, **kwargs) + + area = cutout.grid.to_crs(3035).area / 1e6 + area = xr.DataArray( + area.values.reshape(cutout.shape), [cutout.coords["y"], cutout.coords["x"]] + ) + + potential = capacity_per_sqkm * availability.sum("bus") * area + func = getattr(cutout, resource.pop("method")) + resource["dask_kwargs"] = {"scheduler": client} + capacity_factor = correction_factor * func(capacity_factor=True, **resource) + layout = capacity_factor * area * capacity_per_sqkm + profile, capacities = func( + matrix=availability.stack(spatial=["y", "x"]), + layout=layout, + index=buses, + per_unit=True, + return_capacity=True, + **resource, + ) + + logger.info(f"Calculating maximal capacity per bus (method '{p_nom_max_meth}')") + if p_nom_max_meth == "simple": + p_nom_max = capacity_per_sqkm * availability @ area + elif p_nom_max_meth == "conservative": + max_cap_factor = capacity_factor.where(availability != 0).max(["x", "y"]) + p_nom_max = capacities / max_cap_factor + else: + raise AssertionError( + 'Config key `potential` should be one of "simple" ' + f'(default) or "conservative", not "{p_nom_max_meth}"' + ) + + logger.info("Calculate average distances.") + layoutmatrix = (layout * availability).stack(spatial=["y", "x"]) + + coords = cutout.grid[["x", "y"]] + bus_coords = regions[["x", "y"]] + + average_distance = [] + centre_of_mass = [] + for bus in buses: + row = layoutmatrix.sel(bus=bus).data + nz_b = row != 0 + row = row[nz_b] + co = coords[nz_b] + distances = haversine(bus_coords.loc[bus], co) + average_distance.append((distances * (row / row.sum())).sum()) + centre_of_mass.append(co.values.T @ (row / row.sum())) + + average_distance = xr.DataArray(average_distance, [buses]) + centre_of_mass = xr.DataArray(centre_of_mass, [buses, ("spatial", ["x", "y"])]) + + ds = xr.merge( + [ + (correction_factor * profile).rename("profile"), + capacities.rename("weight"), + p_nom_max.rename("p_nom_max"), + potential.rename("potential"), + average_distance.rename("average_distance"), + ] + ) + + if snakemake.wildcards.technology.startswith("offwind"): + logger.info("Calculate underwater fraction of connections.") + offshore_shape = gpd.read_file(snakemake.input["offshore_shapes"]).unary_union + underwater_fraction = [] + for bus in buses: + p = centre_of_mass.sel(bus=bus).data + line = LineString([p, regions.loc[bus, ["x", "y"]]]) + frac = line.intersection(offshore_shape).length / line.length + underwater_fraction.append(frac) + + ds["underwater_fraction"] = xr.DataArray(underwater_fraction, [buses]) + + # select only buses with some capacity and minimal capacity factor + ds = ds.sel( + bus=( + (ds["profile"].mean("time") > config.get("min_p_max_pu", 0.0)) + & (ds["p_nom_max"] > config.get("min_p_nom_max", 0.0)) + ) + ) + + if "clip_p_max_pu" in config: + min_p_max_pu = config["clip_p_max_pu"] + ds["profile"] = ds["profile"].where(ds["profile"] >= min_p_max_pu, 0) + + ds.to_netcdf(snakemake.output.profile) + client.shutdown() diff --git a/scripts/build_retro_cost.py b/scripts/build_retro_cost.py index 1d6e954a..037139d1 100644 --- a/scripts/build_retro_cost.py +++ b/scripts/build_retro_cost.py @@ -1,13 +1,17 @@ #!/usr/bin/env python3 # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Created on Fri Jan 22 10:36:39 2021. +This script calculates the space heating savings through better insulation of +the thermal envelope of a building and corresponding costs for different +building types in different countries. -This script should calculate the space heating savings through better -insulation of the thermal envelope of a building and corresponding costs for -different building types in different countries. +Methodology +----------- ------------------METHODOLOGY ------------------------------------------------ The energy savings calculations are based on the EN ISO 13790 / seasonal method https://www.iso.org/obp/ui/#iso:std:iso:13790:ed-2:v1:en: @@ -25,7 +29,9 @@ - tabula https://episcope.eu/fileadmin/tabula/public/calc/tabula-calculator.xlsx ----------------------BASIC EQUAIONS ------------------------------------------- +Basic Equations +--------------- + The basic equations: The Energy needed for space heating E_space [W/m²] are calculated as the @@ -49,20 +55,17 @@ H_gains = nu * (H_solar + H_int) ----------------- STRUCTURE OF THE SCRIPT -------------------------------------- +Structure +--------- The script has the following structure: - (i) fixed parameters are set - (ii) functions + (0) fixed parameters are set (1) prepare data, bring to same format (2) calculate space heat demand depending on additional insulation material (3) calculate costs for corresponding additional insulation material (4) get cost savings per retrofitting measures for each sector by weighting with heated floor area - -------------------------------------------------------------------------------- -@author: Lisa """ import pandas as pd import xarray as xr @@ -304,7 +307,7 @@ def prepare_building_stock_data(): u_values.set_index(["country_code", "subsector", "bage", "type"], inplace=True) # only take in config.yaml specified countries into account - countries = ct_total.index + countries = snakemake.config["countries"] area_tot = area_tot.loc[countries] return u_values, country_iso_dic, countries, area_tot, area @@ -1028,13 +1031,13 @@ def sample_dE_costs_area( # %% --- MAIN -------------------------------------------------------------- if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_retro_cost", simpl="", clusters=48, - lv=1.0, + ll="v1.0", sector_opts="Co2L0-168H-T-H-B-I-solar3-dist1", ) diff --git a/scripts/build_salt_cavern_potentials.py b/scripts/build_salt_cavern_potentials.py index e1703ef3..082c688f 100644 --- a/scripts/build_salt_cavern_potentials.py +++ b/scripts/build_salt_cavern_potentials.py @@ -1,4 +1,8 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Build salt cavern potentials for hydrogen storage. @@ -73,7 +77,7 @@ def salt_cavern_potential_by_region(caverns, regions): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_salt_cavern_potentials", simpl="", clusters="37" diff --git a/scripts/build_sequestration_potentials.py b/scripts/build_sequestration_potentials.py index f3eec9ea..e17d4f0e 100644 --- a/scripts/build_sequestration_potentials.py +++ b/scripts/build_sequestration_potentials.py @@ -1,4 +1,14 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Build regionalised geological sequestration potential for carbon dioxide using +data from `CO2Stop `_. +""" + import geopandas as gpd import pandas as pd @@ -26,7 +36,7 @@ def allocate_sequestration_potential( if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_sequestration_potentials", simpl="", clusters="181" diff --git a/scripts/build_shapes.py b/scripts/build_shapes.py new file mode 100644 index 00000000..93ff0523 --- /dev/null +++ b/scripts/build_shapes.py @@ -0,0 +1,281 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Creates GIS shape files of the countries, exclusive economic zones and `NUTS3 < +https://en.wikipedia.org/wiki/Nomenclature_of_Territorial_Units_for_Statistics> +`_ areas. + +Relevant Settings +----------------- + +.. code:: yaml + + countries: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf` + +Inputs +------ + +- ``data/bundle/naturalearth/ne_10m_admin_0_countries.shp``: World country shapes + + .. image:: img/countries.png + :scale: 33 % + +- ``data/bundle/eez/World_EEZ_v8_2014.shp``: World `exclusive economic zones `_ (EEZ) + + .. image:: img/eez.png + :scale: 33 % + +- ``data/bundle/NUTS_2013_60M_SH/data/NUTS_RG_60M_2013.shp``: Europe NUTS3 regions + + .. image:: img/nuts3.png + :scale: 33 % + +- ``data/bundle/nama_10r_3popgdp.tsv.gz``: Average annual population by NUTS3 region (`eurostat `__) +- ``data/bundle/nama_10r_3gdp.tsv.gz``: Gross domestic product (GDP) by NUTS 3 regions (`eurostat `__) +- ``data/bundle/ch_cantons.csv``: Mapping between Swiss Cantons and NUTS3 regions +- ``data/bundle/je-e-21.03.02.xls``: Population and GDP data per Canton (`BFS - Swiss Federal Statistical Office `_ ) + +Outputs +------- + +- ``resources/country_shapes.geojson``: country shapes out of country selection + + .. image:: img/country_shapes.png + :scale: 33 % + +- ``resources/offshore_shapes.geojson``: EEZ shapes out of country selection + + .. image:: img/offshore_shapes.png + :scale: 33 % + +- ``resources/europe_shape.geojson``: Shape of Europe including countries and EEZ + + .. image:: img/europe_shape.png + :scale: 33 % + +- ``resources/nuts3_shapes.geojson``: NUTS3 shapes out of country selection including population and GDP data. + + .. image:: img/nuts3_shapes.png + :scale: 33 % + +Description +----------- +""" + +import logging +from functools import reduce +from itertools import takewhile +from operator import attrgetter + +import geopandas as gpd +import numpy as np +import pandas as pd +import pycountry as pyc +from _helpers import configure_logging +from shapely.geometry import MultiPolygon, Polygon + +logger = logging.getLogger(__name__) + + +def _get_country(target, **keys): + assert len(keys) == 1 + try: + return getattr(pyc.countries.get(**keys), target) + except (KeyError, AttributeError): + return np.nan + + +def _simplify_polys(polys, minarea=0.1, tolerance=0.01, filterremote=True): + if isinstance(polys, MultiPolygon): + polys = sorted(polys.geoms, key=attrgetter("area"), reverse=True) + mainpoly = polys[0] + mainlength = np.sqrt(mainpoly.area / (2.0 * np.pi)) + if mainpoly.area > minarea: + polys = MultiPolygon( + [ + p + for p in takewhile(lambda p: p.area > minarea, polys) + if not filterremote or (mainpoly.distance(p) < mainlength) + ] + ) + else: + polys = mainpoly + return polys.simplify(tolerance=tolerance) + + +def countries(naturalearth, country_list): + if "RS" in country_list: + country_list.append("KV") + + df = gpd.read_file(naturalearth) + + # Names are a hassle in naturalearth, try several fields + fieldnames = ( + df[x].where(lambda s: s != "-99") for x in ("ISO_A2", "WB_A2", "ADM0_A3") + ) + df["name"] = reduce(lambda x, y: x.fillna(y), fieldnames, next(fieldnames)).str[0:2] + + df = df.loc[ + df.name.isin(country_list) & ((df["scalerank"] == 0) | (df["scalerank"] == 5)) + ] + s = df.set_index("name")["geometry"].map(_simplify_polys) + if "RS" in country_list: + s["RS"] = s["RS"].union(s.pop("KV")) + # cleanup shape union + s["RS"] = Polygon(s["RS"].exterior.coords) + + return s + + +def eez(country_shapes, eez, country_list): + df = gpd.read_file(eez) + df = df.loc[ + df["ISO_3digit"].isin( + [_get_country("alpha_3", alpha_2=c) for c in country_list] + ) + ] + df["name"] = df["ISO_3digit"].map(lambda c: _get_country("alpha_2", alpha_3=c)) + s = df.set_index("name").geometry.map( + lambda s: _simplify_polys(s, filterremote=False) + ) + s = gpd.GeoSeries( + {k: v for k, v in s.items() if v.distance(country_shapes[k]) < 1e-3} + ) + s = s.to_frame("geometry") + s.index.name = "name" + return s + + +def country_cover(country_shapes, eez_shapes=None): + shapes = country_shapes + if eez_shapes is not None: + shapes = pd.concat([shapes, eez_shapes]) + europe_shape = shapes.unary_union + if isinstance(europe_shape, MultiPolygon): + europe_shape = max(europe_shape, key=attrgetter("area")) + return Polygon(shell=europe_shape.exterior) + + +def nuts3(country_shapes, nuts3, nuts3pop, nuts3gdp, ch_cantons, ch_popgdp): + df = gpd.read_file(nuts3) + df = df.loc[df["STAT_LEVL_"] == 3] + df["geometry"] = df["geometry"].map(_simplify_polys) + df = df.rename(columns={"NUTS_ID": "id"})[["id", "geometry"]].set_index("id") + + pop = pd.read_table(nuts3pop, na_values=[":"], delimiter=" ?\t", engine="python") + pop = ( + pop.set_index( + pd.MultiIndex.from_tuples(pop.pop("unit,geo\\time").str.split(",")) + ) + .loc["THS"] + .applymap(lambda x: pd.to_numeric(x, errors="coerce")) + .fillna(method="bfill", axis=1) + )["2014"] + + gdp = pd.read_table(nuts3gdp, na_values=[":"], delimiter=" ?\t", engine="python") + gdp = ( + gdp.set_index( + pd.MultiIndex.from_tuples(gdp.pop("unit,geo\\time").str.split(",")) + ) + .loc["EUR_HAB"] + .applymap(lambda x: pd.to_numeric(x, errors="coerce")) + .fillna(method="bfill", axis=1) + )["2014"] + + cantons = pd.read_csv(ch_cantons) + cantons = cantons.set_index(cantons["HASC"].str[3:])["NUTS"] + cantons = cantons.str.pad(5, side="right", fillchar="0") + + swiss = pd.read_excel(ch_popgdp, skiprows=3, index_col=0) + swiss.columns = swiss.columns.to_series().map(cantons) + + swiss_pop = pd.to_numeric(swiss.loc["Residents in 1000", "CH040":]) + pop = pd.concat([pop, swiss_pop]) + swiss_gdp = pd.to_numeric( + swiss.loc["Gross domestic product per capita in Swiss francs", "CH040":] + ) + gdp = pd.concat([gdp, swiss_gdp]) + + df = df.join(pd.DataFrame(dict(pop=pop, gdp=gdp))) + + df["country"] = df.index.to_series().str[:2].replace(dict(UK="GB", EL="GR")) + + excludenuts = pd.Index( + ( + "FRA10", + "FRA20", + "FRA30", + "FRA40", + "FRA50", + "PT200", + "PT300", + "ES707", + "ES703", + "ES704", + "ES705", + "ES706", + "ES708", + "ES709", + "FI2", + "FR9", + ) + ) + excludecountry = pd.Index(("MT", "TR", "LI", "IS", "CY", "KV")) + + df = df.loc[df.index.difference(excludenuts)] + df = df.loc[~df.country.isin(excludecountry)] + + manual = gpd.GeoDataFrame( + [["BA1", "BA", 3871.0], ["RS1", "RS", 7210.0], ["AL1", "AL", 2893.0]], + columns=["NUTS_ID", "country", "pop"], + ) + manual["geometry"] = manual["country"].map(country_shapes) + manual = manual.dropna() + manual = manual.set_index("NUTS_ID") + manual = manual.set_crs("ETRS89") + + df = pd.concat([df, manual], sort=False) + + df.loc["ME000", "pop"] = 650.0 + + return df + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_shapes") + configure_logging(snakemake) + + country_shapes = countries( + snakemake.input.naturalearth, snakemake.config["countries"] + ) + country_shapes.reset_index().to_file(snakemake.output.country_shapes) + + offshore_shapes = eez( + country_shapes, snakemake.input.eez, snakemake.config["countries"] + ) + offshore_shapes.reset_index().to_file(snakemake.output.offshore_shapes) + + europe_shape = gpd.GeoDataFrame( + geometry=[country_cover(country_shapes, offshore_shapes.geometry)] + ) + europe_shape.reset_index().to_file(snakemake.output.europe_shape) + + nuts3_shapes = nuts3( + country_shapes, + snakemake.input.nuts3, + snakemake.input.nuts3pop, + snakemake.input.nuts3gdp, + snakemake.input.ch_cantons, + snakemake.input.ch_popgdp, + ) + nuts3_shapes.reset_index().to_file(snakemake.output.nuts3_shapes) diff --git a/scripts/build_ship_raster.py b/scripts/build_ship_raster.py new file mode 100644 index 00000000..d290e616 --- /dev/null +++ b/scripts/build_ship_raster.py @@ -0,0 +1,73 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2022 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Transforms the global ship density data from the `World Bank Data Catalogue. + +`_ +to the size of the considered cutout. The global ship density raster is later +used for the exclusion when calculating the offshore potentials. + +Relevant Settings +----------------- + +.. code:: yaml + + renewable: + {technology}: + cutout: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`renewable_cf` + +Inputs +------ + +- ``data/bundle/shipdensity/shipdensity_global.zip``: Global shipping traffic + density from `World Bank Data Catalogue + `_. + +Outputs +------- + +- ``resources/europe_shipdensity_raster.nc``: Reduced version of global shipping + traffic density from `World Bank Data Catalogue + `_ to reduce + computation time. + +Description +----------- +""" + +import logging +import os +import zipfile + +import xarray as xr +from _helpers import configure_logging +from build_natura_raster import determine_cutout_xXyY + +logger = logging.getLogger(__name__) + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("build_ship_raster") + configure_logging(snakemake) + + cutouts = snakemake.input.cutouts + xs, Xs, ys, Ys = zip(*(determine_cutout_xXyY(cutout) for cutout in cutouts)) + + with zipfile.ZipFile(snakemake.input.ship_density) as zip_f: + zip_f.extract("shipdensity_global.tif") + with xr.open_rasterio("shipdensity_global.tif") as ship_density: + ship_density = ship_density.drop(["band"]).sel( + x=slice(min(xs), max(Xs)), y=slice(max(Ys), min(ys)) + ) + ship_density.to_netcdf(snakemake.output[0]) + + os.remove("shipdensity_global.tif") diff --git a/scripts/build_shipping_demand.py b/scripts/build_shipping_demand.py index 0b28c6e2..8000c66c 100644 --- a/scripts/build_shipping_demand.py +++ b/scripts/build_shipping_demand.py @@ -1,4 +1,7 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT """ Build regional demand for international navigation based on outflow volume of ports. @@ -11,7 +14,7 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_shipping_demand_per_node", diff --git a/scripts/build_solar_thermal_profiles.py b/scripts/build_solar_thermal_profiles.py index a819c94b..1cec57f1 100644 --- a/scripts/build_solar_thermal_profiles.py +++ b/scripts/build_solar_thermal_profiles.py @@ -1,4 +1,8 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ Build solar thermal collector time series. """ @@ -12,7 +16,7 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_solar_thermal_profiles", @@ -27,8 +31,7 @@ config = snakemake.config["solar_thermal"] time = pd.date_range(freq="h", **snakemake.config["snapshots"]) - cutout_config = snakemake.config["atlite"]["cutout"] - cutout = atlite.Cutout(cutout_config).sel(time=time) + cutout = atlite.Cutout(snakemake.input.cutout).sel(time=time) clustered_regions = ( gpd.read_file(snakemake.input.regions_onshore) diff --git a/scripts/build_temperature_profiles.py b/scripts/build_temperature_profiles.py index c709d692..b1973fd8 100644 --- a/scripts/build_temperature_profiles.py +++ b/scripts/build_temperature_profiles.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build temperature profiles. +Build time series for air and soil temperatures per clustered model region. """ import atlite @@ -12,7 +16,7 @@ if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_temperature_profiles", @@ -25,8 +29,7 @@ client = Client(cluster, asynchronous=True) time = pd.date_range(freq="h", **snakemake.config["snapshots"]) - cutout_config = snakemake.config["atlite"]["cutout"] - cutout = atlite.Cutout(cutout_config).sel(time=time) + cutout = atlite.Cutout(snakemake.input.cutout).sel(time=time) clustered_regions = ( gpd.read_file(snakemake.input.regions_onshore) diff --git a/scripts/build_transport_demand.py b/scripts/build_transport_demand.py index 9753cb10..a684036d 100644 --- a/scripts/build_transport_demand.py +++ b/scripts/build_transport_demand.py @@ -1,12 +1,18 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Build transport demand. +Build land transport demand per clustered model region including efficiency +improvements due to drivetrain changes, time series for electric vehicle +availability and demand-side management constraints. """ import numpy as np import pandas as pd import xarray as xr -from helper import generate_periodic_profiles +from _helpers import generate_periodic_profiles def build_nodal_transport_data(fn, pop_layout): @@ -77,7 +83,7 @@ def build_transport_demand(traffic_fn, airtemp_fn, nodes, nodal_transport_data): ) transport = ( - (transport_shape.multiply(energy_totals_transport) * 1e6 * Nyears) + (transport_shape.multiply(energy_totals_transport) * 1e6 * nyears) .divide(efficiency_gain * ice_correction) .multiply(1 + dd_EV) ) @@ -155,7 +161,7 @@ def bev_dsm_profile(snapshots, nodes, options): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "build_transport_demand", @@ -175,7 +181,7 @@ def bev_dsm_profile(snapshots, nodes, options): snapshots = pd.date_range(freq="h", **snakemake.config["snapshots"], tz="UTC") - Nyears = 1 + nyears = len(snapshots) / 8760 nodal_transport_data = build_nodal_transport_data( snakemake.input.transport_data, pop_layout diff --git a/scripts/cluster_gas_network.py b/scripts/cluster_gas_network.py old mode 100755 new mode 100644 index 95c10eac..d180041c --- a/scripts/cluster_gas_network.py +++ b/scripts/cluster_gas_network.py @@ -1,6 +1,10 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Cluster gas network. +Cluster gas transmission network to clustered model regions. """ import logging @@ -104,11 +108,11 @@ def aggregate_parallel_pipes(df): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("cluster_gas_network", simpl="", clusters="37") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) fn = snakemake.input.cleaned_gas_network df = pd.read_csv(fn, index_col=0) diff --git a/scripts/cluster_network.py b/scripts/cluster_network.py new file mode 100644 index 00000000..e2cba28f --- /dev/null +++ b/scripts/cluster_network.py @@ -0,0 +1,561 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Creates networks clustered to ``{cluster}`` number of zones with aggregated +buses, generators and transmission corridors. + +Relevant Settings +----------------- + +.. code:: yaml + + clustering: + cluster_network: + aggregation_strategies: + + focus_weights: + + solving: + solver: + name: + + lines: + length_factor: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf`, :ref:`renewable_cf`, :ref:`solving_cf`, :ref:`lines_cf` + +Inputs +------ + +- ``resources/regions_onshore_elec_s{simpl}.geojson``: confer :ref:`simplify` +- ``resources/regions_offshore_elec_s{simpl}.geojson``: confer :ref:`simplify` +- ``resources/busmap_elec_s{simpl}.csv``: confer :ref:`simplify` +- ``networks/elec_s{simpl}.nc``: confer :ref:`simplify` +- ``data/custom_busmap_elec_s{simpl}_{clusters}.csv``: optional input + +Outputs +------- + +- ``resources/regions_onshore_elec_s{simpl}_{clusters}.geojson``: + + .. image:: img/regions_onshore_elec_s_X.png + :scale: 33 % + +- ``resources/regions_offshore_elec_s{simpl}_{clusters}.geojson``: + + .. image:: img/regions_offshore_elec_s_X.png + :scale: 33 % + +- ``resources/busmap_elec_s{simpl}_{clusters}.csv``: Mapping of buses from ``networks/elec_s{simpl}.nc`` to ``networks/elec_s{simpl}_{clusters}.nc``; +- ``resources/linemap_elec_s{simpl}_{clusters}.csv``: Mapping of lines from ``networks/elec_s{simpl}.nc`` to ``networks/elec_s{simpl}_{clusters}.nc``; +- ``networks/elec_s{simpl}_{clusters}.nc``: + + .. image:: img/elec_s_X.png + :scale: 40 % + +Description +----------- + +.. note:: + + **Why is clustering used both in** ``simplify_network`` **and** ``cluster_network`` **?** + + Consider for example a network ``networks/elec_s100_50.nc`` in which + ``simplify_network`` clusters the network to 100 buses and in a second + step ``cluster_network``` reduces it down to 50 buses. + + In preliminary tests, it turns out, that the principal effect of + changing spatial resolution is actually only partially due to the + transmission network. It is more important to differentiate between + wind generators with higher capacity factors from those with lower + capacity factors, i.e. to have a higher spatial resolution in the + renewable generation than in the number of buses. + + The two-step clustering allows to study this effect by looking at + networks like ``networks/elec_s100_50m.nc``. Note the additional + ``m`` in the ``{cluster}`` wildcard. So in the example network + there are still up to 100 different wind generators. + + In combination these two features allow you to study the spatial + resolution of the transmission network separately from the + spatial resolution of renewable generators. + + **Is it possible to run the model without the** ``simplify_network`` **rule?** + + No, the network clustering methods in the PyPSA module + `pypsa.networkclustering `_ + do not work reliably with multiple voltage levels and transformers. + +.. tip:: + The rule :mod:`cluster_networks` runs + for all ``scenario`` s in the configuration file + the rule :mod:`cluster_network`. + +Exemplary unsolved network clustered to 512 nodes: + +.. image:: img/elec_s_512.png + :scale: 40 % + :align: center + +Exemplary unsolved network clustered to 256 nodes: + +.. image:: img/elec_s_256.png + :scale: 40 % + :align: center + +Exemplary unsolved network clustered to 128 nodes: + +.. image:: img/elec_s_128.png + :scale: 40 % + :align: center + +Exemplary unsolved network clustered to 37 nodes: + +.. image:: img/elec_s_37.png + :scale: 40 % + :align: center +""" + +import logging +import warnings +from functools import reduce + +import geopandas as gpd +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd +import pyomo.environ as po +import pypsa +import seaborn as sns +from _helpers import configure_logging, get_aggregation_strategies, update_p_nom_max +from pypsa.networkclustering import ( + busmap_by_greedy_modularity, + busmap_by_hac, + busmap_by_kmeans, + get_clustering_from_busmap, +) + +warnings.filterwarnings(action="ignore", category=UserWarning) + +from add_electricity import load_costs + +idx = pd.IndexSlice + +logger = logging.getLogger(__name__) + + +def normed(x): + return (x / x.sum()).fillna(0.0) + + +def weighting_for_country(n, x): + conv_carriers = {"OCGT", "CCGT", "PHS", "hydro"} + gen = n.generators.loc[n.generators.carrier.isin(conv_carriers)].groupby( + "bus" + ).p_nom.sum().reindex(n.buses.index, fill_value=0.0) + n.storage_units.loc[ + n.storage_units.carrier.isin(conv_carriers) + ].groupby( + "bus" + ).p_nom.sum().reindex( + n.buses.index, fill_value=0.0 + ) + load = n.loads_t.p_set.mean().groupby(n.loads.bus).sum() + + b_i = x.index + g = normed(gen.reindex(b_i, fill_value=0)) + l = normed(load.reindex(b_i, fill_value=0)) + + w = g + l + return (w * (100.0 / w.max())).clip(lower=1.0).astype(int) + + +def get_feature_for_hac(n, buses_i=None, feature=None): + if buses_i is None: + buses_i = n.buses.index + + if feature is None: + feature = "solar+onwind-time" + + carriers = feature.split("-")[0].split("+") + if "offwind" in carriers: + carriers.remove("offwind") + carriers = np.append( + carriers, network.generators.carrier.filter(like="offwind").unique() + ) + + if feature.split("-")[1] == "cap": + feature_data = pd.DataFrame(index=buses_i, columns=carriers) + for carrier in carriers: + gen_i = n.generators.query("carrier == @carrier").index + attach = ( + n.generators_t.p_max_pu[gen_i] + .mean() + .rename(index=n.generators.loc[gen_i].bus) + ) + feature_data[carrier] = attach + + if feature.split("-")[1] == "time": + feature_data = pd.DataFrame(columns=buses_i) + for carrier in carriers: + gen_i = n.generators.query("carrier == @carrier").index + attach = n.generators_t.p_max_pu[gen_i].rename( + columns=n.generators.loc[gen_i].bus + ) + feature_data = pd.concat([feature_data, attach], axis=0)[buses_i] + + feature_data = feature_data.T + # timestamp raises error in sklearn >= v1.2: + feature_data.columns = feature_data.columns.astype(str) + + feature_data = feature_data.fillna(0) + + return feature_data + + +def distribute_clusters(n, n_clusters, focus_weights=None, solver_name="cbc"): + """ + Determine the number of clusters per country. + """ + L = ( + n.loads_t.p_set.mean() + .groupby(n.loads.bus) + .sum() + .groupby([n.buses.country, n.buses.sub_network]) + .sum() + .pipe(normed) + ) + + N = n.buses.groupby(["country", "sub_network"]).size() + + assert ( + n_clusters >= len(N) and n_clusters <= N.sum() + ), f"Number of clusters must be {len(N)} <= n_clusters <= {N.sum()} for this selection of countries." + + if focus_weights is not None: + total_focus = sum(list(focus_weights.values())) + + assert ( + total_focus <= 1.0 + ), "The sum of focus weights must be less than or equal to 1." + + for country, weight in focus_weights.items(): + L[country] = weight / len(L[country]) + + remainder = [ + c not in focus_weights.keys() for c in L.index.get_level_values("country") + ] + L[remainder] = L.loc[remainder].pipe(normed) * (1 - total_focus) + + logger.warning("Using custom focus weights for determining number of clusters.") + + assert np.isclose( + L.sum(), 1.0, rtol=1e-3 + ), f"Country weights L must sum up to 1.0 when distributing clusters. Is {L.sum()}." + + m = po.ConcreteModel() + + def n_bounds(model, *n_id): + return (1, N[n_id]) + + m.n = po.Var(list(L.index), bounds=n_bounds, domain=po.Integers) + m.tot = po.Constraint(expr=(po.summation(m.n) == n_clusters)) + m.objective = po.Objective( + expr=sum((m.n[i] - L.loc[i] * n_clusters) ** 2 for i in L.index), + sense=po.minimize, + ) + + opt = po.SolverFactory(solver_name) + if not opt.has_capability("quadratic_objective"): + logger.warning( + f"The configured solver `{solver_name}` does not support quadratic objectives. Falling back to `ipopt`." + ) + opt = po.SolverFactory("ipopt") + + results = opt.solve(m) + assert ( + results["Solver"][0]["Status"] == "ok" + ), f"Solver returned non-optimally: {results}" + + return pd.Series(m.n.get_values(), index=L.index).round().astype(int) + + +def busmap_for_n_clusters( + n, + n_clusters, + solver_name, + focus_weights=None, + algorithm="kmeans", + feature=None, + **algorithm_kwds, +): + if algorithm == "kmeans": + algorithm_kwds.setdefault("n_init", 1000) + algorithm_kwds.setdefault("max_iter", 30000) + algorithm_kwds.setdefault("tol", 1e-6) + algorithm_kwds.setdefault("random_state", 0) + + def fix_country_assignment_for_hac(n): + from scipy.sparse import csgraph + + # overwrite country of nodes that are disconnected from their country-topology + for country in n.buses.country.unique(): + m = n[n.buses.country == country].copy() + + _, labels = csgraph.connected_components( + m.adjacency_matrix(), directed=False + ) + + component = pd.Series(labels, index=m.buses.index) + component_sizes = component.value_counts() + + if len(component_sizes) > 1: + disconnected_bus = component[ + component == component_sizes.index[-1] + ].index[0] + + neighbor_bus = n.lines.query( + "bus0 == @disconnected_bus or bus1 == @disconnected_bus" + ).iloc[0][["bus0", "bus1"]] + new_country = list( + set(n.buses.loc[neighbor_bus].country) - set([country]) + )[0] + + logger.info( + f"overwriting country `{country}` of bus `{disconnected_bus}` " + f"to new country `{new_country}`, because it is disconnected " + "from its initial inter-country transmission grid." + ) + n.buses.at[disconnected_bus, "country"] = new_country + return n + + if algorithm == "hac": + feature = get_feature_for_hac(n, buses_i=n.buses.index, feature=feature) + n = fix_country_assignment_for_hac(n) + + if (algorithm != "hac") and (feature is not None): + logger.warning( + f"Keyword argument feature is only valid for algorithm `hac`. " + f"Given feature `{feature}` will be ignored." + ) + + n.determine_network_topology() + + n_clusters = distribute_clusters( + n, n_clusters, focus_weights=focus_weights, solver_name=solver_name + ) + + def busmap_for_country(x): + prefix = x.name[0] + x.name[1] + " " + logger.debug(f"Determining busmap for country {prefix[:-1]}") + if len(x) == 1: + return pd.Series(prefix + "0", index=x.index) + weight = weighting_for_country(n, x) + + if algorithm == "kmeans": + return prefix + busmap_by_kmeans( + n, weight, n_clusters[x.name], buses_i=x.index, **algorithm_kwds + ) + elif algorithm == "hac": + return prefix + busmap_by_hac( + n, n_clusters[x.name], buses_i=x.index, feature=feature.loc[x.index] + ) + elif algorithm == "modularity": + return prefix + busmap_by_greedy_modularity( + n, n_clusters[x.name], buses_i=x.index + ) + else: + raise ValueError( + f"`algorithm` must be one of 'kmeans' or 'hac'. Is {algorithm}." + ) + + return ( + n.buses.groupby(["country", "sub_network"], group_keys=False) + .apply(busmap_for_country) + .squeeze() + .rename("busmap") + ) + + +def clustering_for_n_clusters( + n, + n_clusters, + custom_busmap=False, + aggregate_carriers=None, + line_length_factor=1.25, + aggregation_strategies=dict(), + solver_name="cbc", + algorithm="hac", + feature=None, + extended_link_costs=0, + focus_weights=None, +): + bus_strategies, generator_strategies = get_aggregation_strategies( + aggregation_strategies + ) + + if not isinstance(custom_busmap, pd.Series): + busmap = busmap_for_n_clusters( + n, n_clusters, solver_name, focus_weights, algorithm, feature + ) + else: + busmap = custom_busmap + + clustering = get_clustering_from_busmap( + n, + busmap, + bus_strategies=bus_strategies, + aggregate_generators_weighted=True, + aggregate_generators_carriers=aggregate_carriers, + aggregate_one_ports=["Load", "StorageUnit"], + line_length_factor=line_length_factor, + generator_strategies=generator_strategies, + scale_link_capital_costs=False, + ) + + if not n.links.empty: + nc = clustering.network + nc.links["underwater_fraction"] = ( + n.links.eval("underwater_fraction * length").div(nc.links.length).dropna() + ) + nc.links["capital_cost"] = nc.links["capital_cost"].add( + (nc.links.length - n.links.length).clip(lower=0).mul(extended_link_costs), + fill_value=0, + ) + + return clustering + + +def cluster_regions(busmaps, input=None, output=None): + busmap = reduce(lambda x, y: x.map(y), busmaps[1:], busmaps[0]) + + for which in ("regions_onshore", "regions_offshore"): + regions = gpd.read_file(getattr(input, which)) + regions = regions.reindex(columns=["name", "geometry"]).set_index("name") + regions_c = regions.dissolve(busmap) + regions_c.index.name = "name" + regions_c = regions_c.reset_index() + regions_c.to_file(getattr(output, which)) + + +def plot_busmap_for_n_clusters(n, n_clusters, fn=None): + busmap = busmap_for_n_clusters(n, n_clusters) + cs = busmap.unique() + cr = sns.color_palette("hls", len(cs)) + n.plot(bus_colors=busmap.map(dict(zip(cs, cr)))) + if fn is not None: + plt.savefig(fn, bbox_inches="tight") + del cs, cr + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("cluster_network", simpl="", clusters="5") + configure_logging(snakemake) + + n = pypsa.Network(snakemake.input.network) + + focus_weights = snakemake.config.get("focus_weights", None) + + renewable_carriers = pd.Index( + [ + tech + for tech in n.generators.carrier.unique() + if tech in snakemake.config["renewable"] + ] + ) + + exclude_carriers = snakemake.config["clustering"]["cluster_network"].get( + "exclude_carriers", [] + ) + aggregate_carriers = set(n.generators.carrier) - set(exclude_carriers) + if snakemake.wildcards.clusters.endswith("m"): + n_clusters = int(snakemake.wildcards.clusters[:-1]) + conventional = set( + snakemake.config["electricity"].get("conventional_carriers", []) + ) + aggregate_carriers = conventional.intersection(aggregate_carriers) + elif snakemake.wildcards.clusters == "all": + n_clusters = len(n.buses) + else: + n_clusters = int(snakemake.wildcards.clusters) + + if n_clusters == len(n.buses): + # Fast-path if no clustering is necessary + busmap = n.buses.index.to_series() + linemap = n.lines.index.to_series() + clustering = pypsa.networkclustering.Clustering( + n, busmap, linemap, linemap, pd.Series(dtype="O") + ) + else: + line_length_factor = snakemake.config["lines"]["length_factor"] + Nyears = n.snapshot_weightings.objective.sum() / 8760 + + hvac_overhead_cost = load_costs( + snakemake.input.tech_costs, + snakemake.config["costs"], + snakemake.config["electricity"], + Nyears, + ).at["HVAC overhead", "capital_cost"] + + def consense(x): + v = x.iat[0] + assert ( + x == v + ).all() or x.isnull().all(), "The `potential` configuration option must agree for all renewable carriers, for now!" + return v + + aggregation_strategies = snakemake.config["clustering"].get( + "aggregation_strategies", {} + ) + # translate str entries of aggregation_strategies to pd.Series functions: + aggregation_strategies = { + p: {k: getattr(pd.Series, v) for k, v in aggregation_strategies[p].items()} + for p in aggregation_strategies.keys() + } + + custom_busmap = snakemake.config["enable"].get("custom_busmap", False) + if custom_busmap: + custom_busmap = pd.read_csv( + snakemake.input.custom_busmap, index_col=0, squeeze=True + ) + custom_busmap.index = custom_busmap.index.astype(str) + logger.info(f"Imported custom busmap from {snakemake.input.custom_busmap}") + + cluster_config = snakemake.config.get("clustering", {}).get( + "cluster_network", {} + ) + clustering = clustering_for_n_clusters( + n, + n_clusters, + custom_busmap, + aggregate_carriers, + line_length_factor, + aggregation_strategies, + snakemake.config["solving"]["solver"]["name"], + cluster_config.get("algorithm", "hac"), + cluster_config.get("feature", "solar+onwind-time"), + hvac_overhead_cost, + focus_weights, + ) + + update_p_nom_max(clustering.network) + + clustering.network.meta = dict( + snakemake.config, **dict(wildcards=dict(snakemake.wildcards)) + ) + clustering.network.export_to_netcdf(snakemake.output.network) + for attr in ( + "busmap", + "linemap", + ): # also available: linemap_positive, linemap_negative + getattr(clustering, attr).to_csv(snakemake.output[attr]) + + cluster_regions((clustering.busmap,), snakemake.input, snakemake.output) diff --git a/scripts/copy_config.py b/scripts/copy_config.py index 0e071b77..c79e578c 100644 --- a/scripts/copy_config.py +++ b/scripts/copy_config.py @@ -1,5 +1,13 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT +""" +Copy used configuration files and important scripts for archiving. +""" + +from pathlib import Path from shutil import copy import yaml @@ -9,23 +17,20 @@ "Snakefile": "Snakefile", "scripts/solve_network.py": "solve_network.py", "scripts/prepare_sector_network.py": "prepare_sector_network.py", - "../pypsa-eur/config.yaml": "config.pypsaeur.yaml", } if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("copy_config") - basepath = ( - snakemake.config["summary_dir"] + "/" + snakemake.config["run"] + "/configs/" - ) + basepath = Path(f"results/{snakemake.params.RDIR}configs/") for f, name in files.items(): - copy(f, basepath + name) + copy(f, basepath / name) - with open(basepath + "config.snakemake.yaml", "w") as yaml_file: + with open(basepath / "config.snakemake.yaml", "w") as yaml_file: yaml.dump( snakemake.config, yaml_file, diff --git a/scripts/helper.py b/scripts/helper.py deleted file mode 100644 index f5e78f96..00000000 --- a/scripts/helper.py +++ /dev/null @@ -1,169 +0,0 @@ -# -*- coding: utf-8 -*- -import contextlib -import logging -import os -import sys -from pathlib import Path - -import pandas as pd -import pytz -import yaml -from pypsa.components import component_attrs, components -from pypsa.descriptors import Dict -from snakemake.utils import update_config - -logger = logging.getLogger(__name__) - - -# Define a context manager to temporarily mute print statements -@contextlib.contextmanager -def mute_print(): - with open(os.devnull, "w") as devnull: - with contextlib.redirect_stdout(devnull): - yield - - -def override_component_attrs(directory): - """Tell PyPSA that links can have multiple outputs by - overriding the component_attrs. This can be done for - as many buses as you need with format busi for i = 2,3,4,5,.... - See https://pypsa.org/doc/components.html#link-with-multiple-outputs-or-inputs - - Parameters - ---------- - directory : string - Folder where component attributes to override are stored - analogous to ``pypsa/component_attrs``, e.g. `links.csv`. - - Returns - ------- - Dictionary of overridden component attributes. - """ - - attrs = Dict({k: v.copy() for k, v in component_attrs.items()}) - - for component, list_name in components.list_name.items(): - fn = f"{directory}/{list_name}.csv" - if os.path.isfile(fn): - overrides = pd.read_csv(fn, index_col=0, na_values="n/a") - attrs[component] = overrides.combine_first(attrs[component]) - - return attrs - - -# from pypsa-eur/_helpers.py -def mock_snakemake(rulename, **wildcards): - """ - This function is expected to be executed from the 'scripts'-directory of ' - the snakemake project. It returns a snakemake.script.Snakemake object, - based on the Snakefile. - - If a rule has wildcards, you have to specify them in **wildcards. - - Parameters - ---------- - rulename: str - name of the rule for which the snakemake object should be generated - **wildcards: - keyword arguments fixing the wildcards. Only necessary if wildcards are - needed. - """ - import os - - import snakemake as sm - from packaging.version import Version, parse - from pypsa.descriptors import Dict - from snakemake.script import Snakemake - - script_dir = Path(__file__).parent.resolve() - assert ( - Path.cwd().resolve() == script_dir - ), f"mock_snakemake has to be run from the repository scripts directory {script_dir}" - os.chdir(script_dir.parent) - for p in sm.SNAKEFILE_CHOICES: - if os.path.exists(p): - snakefile = p - break - kwargs = dict(rerun_triggers=[]) if parse(sm.__version__) > Version("7.7.0") else {} - workflow = sm.Workflow(snakefile, overwrite_configfiles=[], **kwargs) - workflow.include(snakefile) - workflow.global_resources = {} - rule = workflow.get_rule(rulename) - dag = sm.dag.DAG(workflow, rules=[rule]) - wc = Dict(wildcards) - job = sm.jobs.Job(rule, dag, wc) - - def make_accessable(*ios): - for io in ios: - for i in range(len(io)): - io[i] = os.path.abspath(io[i]) - - make_accessable(job.input, job.output, job.log) - snakemake = Snakemake( - job.input, - job.output, - job.params, - job.wildcards, - job.threads, - job.resources, - job.log, - job.dag.workflow.config, - job.rule.name, - None, - ) - # create log and output dir if not existent - for path in list(snakemake.log) + list(snakemake.output): - Path(path).parent.mkdir(parents=True, exist_ok=True) - - os.chdir(script_dir) - return snakemake - - -# from pypsa-eur/_helpers.py -def progress_retrieve(url, file): - import urllib - - from progressbar import ProgressBar - - pbar = ProgressBar(0, 100) - - def dlProgress(count, blockSize, totalSize): - pbar.update(int(count * blockSize * 100 / totalSize)) - - urllib.request.urlretrieve(url, file, reporthook=dlProgress) - - -def generate_periodic_profiles(dt_index, nodes, weekly_profile, localize=None): - """ - Give a 24*7 long list of weekly hourly profiles, generate this for each - country for the period dt_index, taking account of time zones and summer - time. - """ - - weekly_profile = pd.Series(weekly_profile, range(24 * 7)) - - week_df = pd.DataFrame(index=dt_index, columns=nodes) - - for node in nodes: - timezone = pytz.timezone(pytz.country_timezones[node[:2]][0]) - tz_dt_index = dt_index.tz_convert(timezone) - week_df[node] = [24 * dt.weekday() + dt.hour for dt in tz_dt_index] - week_df[node] = week_df[node].map(weekly_profile) - - week_df = week_df.tz_localize(localize) - - return week_df - - -def parse(l): - if len(l) == 1: - return yaml.safe_load(l[0]) - else: - return {l.pop(0): parse(l)} - - -def update_config_with_sector_opts(config, sector_opts): - for o in sector_opts.split("-"): - if o.startswith("CF+"): - l = o.split("+")[1:] - update_config(config, parse(l)) diff --git a/scripts/lit_review.md b/scripts/lit_review.md new file mode 100644 index 00000000..787de0ab --- /dev/null +++ b/scripts/lit_review.md @@ -0,0 +1,113 @@ +##### The value of in-reservoir energy storage for flexible dispatch of geothermal power +*Wilson Ricks, Jack Norbeck, Jesse Jenkins* +[link](https://reader.elsevier.com/reader/sd/pii/S0306261922002537?token=72F73177A1C87CAE4DF90C05BEE9097CC5EA8A699DC654106DFA8963A1EC0833FA0AD17B6D6D2612CC4C0E801936C487&originRegion=eu-west-1&originCreation=20230411084449) + +- Basic idea: Confined geothermal reservoir can store accumulated, pressurized geofluid and provide flexible load-following generation. +- This flexible generation increases value of geothermal plants in markets high VRE penetration. +- A particular quality of EGS is that is naturally offers geomechanical energy storage through its low-permeability rock matrix. +- This behaviour was demonstrated by the Fenton Hill test site +- Basic principle: Periodic reductions in production flow rate with no change in injection rate were shown to results in increased reservour pressure +- Referred to as __in-reservoir energy storage__ (IRES). +- Average cycle efficiency around 80 percent. + +##### Mining the Earth's Heat: Hot Dry Rock Geothermal Energy (Fenton Hill summary) + +- thermal power on the order of 4-5 MW +- at 180 degrees, 15 percent efficiency -> 0.5 MW of electricity +- Except in unusual areas where recent faulting hat disturbed the basement rock, the geology similar to Fenton Hill, allowing replication of the Fenton Hill reservoirs at 'tens of thousands of locations'. +- Main 2 takeaways: Central to HDR tech are 1) drilling deep enough for suitable temperatures, and 3) drilling into basement rock that is free of open joints -> better reservoir confinement. +- Rock structures accessed by EGS are harder in nature than the formations drilled into for oil and gas -> little incentive existed for drilling equipment for this setting. +- Backpressure applied to production wellbore induces energy storage + +##### The Role of Flexible Geothermal Power in Decarbonized Electricity Systems - Reader's Digest +*Wilson Ricks, Katharine Voller, Jack Norbeck, Jesse Jenkins* +[working paper reader's digest link](https://zenodo.org/record/7093330#.ZDUdrHZBxPY), paper in under review. + +- Flexible EGS enhances the role that EGS plays in the overall system by decreasing bulk electricity supply cost +- Displaces more expensive competing resources by shifting their generation on diurnal and seasonal timescales. +- Round trip efficiencies of 81-98% percent are assumed. +- Robust across a range of electricity market and geothermal tech development scenarios. +- Use software ResFrac to similate operations and map reservoir pressure to flow rates. +- Model captures strong dependence of geothermal power output on local air temperature. +- __Results:__ + - Flexible EGS is competetive even without significant reductions in cost of wellfield or surface plants. + - Reduction in drilling cost and advanced drilling to access resources at depth of up to 6.5 km are pathway to much greater EGS deployment; 45% of electricity from EGS for regions. + - shifting generation to high-value times makes a great difference. + - generation shifted over time scales of days to months. + - During this, round-trip efficiencies of 81-98% are achieved. + +##### The Role of Flexible Geothermal Power in Decarbonized Electricity Systems +*Wilson Ricks, Katharine Voller, Jack Norbeck, Jesse Jenkins* +[working paper link](https://zenodo.org/record/7093330/files/Working%20Paper.pdf?download=1) + +- old conception that EGS would operate as baseload generation +- 11 zones, electricity only, GenX, hourly resolution +- Account for the effect of local ambient temperature on air-cooled geomthermal systems. +- Scenarios tested include EGS getting cheaper, reservoir performance, with and without flexibility, other technologies getting cheaper (market opportunity). +- Strongest to weakest effect of deployment: baseline vs advanced drilling, market opportunity, with or without flexibility, and virtually no effect of reservoir performance. +- Inflexible EGS is mostly replacing competing clean firm resources such as load-following natural gas plants with CCS, hence is more prevalent in regions with low availability of VRE. +- Inflexible EGS produces more constantly, bit lower during the day +- Flexible EGS produces exclusively during night +- Flexible EGS not only operates on diurnal cycles but also seasonal cycles. +- GeoVision report: EGS plants air-cooled organic rankine cycles. +- No future cost assumptions made: only considered advancement is being able to access hot rock at temperatures > 250 degrees. +- Estimate available potential at depth for relevant region. Compute cost of transmission using Jenkins et al. (see page 14) +- Ambient air temperatures cause variation in capacity factor between 56% and 116%, with lower values during higher temperatures. +- GeoVision report: Technology Advancement could lead to a cost reduction to 3000$/kW +- great discussion of cost assumptions +- change in net power output versus years: goes down to -45% after 30 years, see fig 21 in supplement. +- capacity factor multiplier to due to air temperature between 1.1 and 0.6; determined by: 1) take average yearly temp at each point. This is the temp for which the systems are designed. 2) Take time series of delta between temperature and average temperature, and create capacity factor from data in Figure 20 supplement. + +##### The design space for long-duration energy storage in decarbonized power systems. +*Sepulveda et al. 2021* [nature paper](https://www.nature.com/articles/s41560-021-00796-8) + +- Evaluates the role of long-duration energy storage in a decarbonized energy system +- Required cost and efficiency to displace firm low-carbon generation. +- Charge and discharge capacity play secondary roles, energy capacity costs must be \leq 20 USD/kWh, to reduce elec cost by >10%. +- must be \leq 1 USD/kWh to fully displace all firm low-carbon generation (i.e. fossil+CCS) +- Electrification of end uses in northern lats is difficult -> makes LDES unlikely to be feasible. +- LDES with most effect have storage durations >100h. +- Great table with cot overview for different storage methods +- electricity system cap expansion model with hourly resolution. +- Tested combinations of five different parameters: + - charge power capacity cost + - discharge power capacity cost + - energy storage capacity cost + - charge efficiency + - discharge efficiency + +##### CO2 Emission Mitigation by Geothermal Development - Especially with Geothermal Heat Pumps +*Rybach 2010* [paper](https://www.geothermal-energy.org/pdf/IGAstandard/WGC/2010/0209.pdf) + +- Emission for high-temperature geothermal power plants is about 120g/kWh (weighted average of 85 percent of global power plant capacity). (No source named) +- Emission can be reduced through reinjection to 10g/kWh (no source named). +- This is a very bad paper and should not be trusted. + +##### Special Report on Renewable Energy Sources and Climate Change Mitigation +*IPCC (PIK) 2012* [paper](https://archive.ipcc.ch/pdf/special-reports/srren/SRREN_FD_SPM_final.pdf) + +- From page 74- + - Env and societal impacts site- and tech-specific + - main GHG emission emitted from 'naturally occuring resources'. + - Wildly varying numbers observed in a field survey 2001 between 4 to 740 gCO2/kWhel + - LCA estimates CO2 equivalent emissions are less than 50 g/kWhel, less than 80 g/kWhel for projected EGS, and between 14 and 202 g/kWh_th for district heating systems and GHPs. + +## On induced seismicity + +### __Induced seismicity associated with Enhanced Geothermal Systems__ +2007, 800 citations, Majer et al., [link](https://www.sciencedirect.com/science/article/pii/S0375650507000387) + +- "We conclude that EGS-induced seismicity need not pose a threat to the development of geothermal energy resources if site selection is carried out properly, community issues are handled adequately and operators understand the underlying mechanisms causing the events". +- Elaborations on Basel and the Geyers in CA indicate that induced seismicity is more likely in the proximity of faultlines. + +### __Review of induced seismicity in geothermal systems worldwide and implications for geothermal systems in the Netherlands__ +2019, 45 citations, Buijze et al, [link](https://www.cambridge.org/core/journals/netherlands-journal-of-geosciences/article/review-of-induced-seismicity-in-geothermal-systems-worldwide-and-implications-for-geothermal-systems-in-the-netherlands/FAF7C70E8F2DAF8DDC18B84B18BF146B) + +- "The case study review shows that doublets that circulate fluids through relatively shallow, porous, sedimentary aquifers far from the crystalline basement are unlikely to generate felt seismic events. " +- "On the other hand, stimulations or circulations in or near competent, fractured, basement rocks and production and reinjection operations in high-temperature geothermal fields are more prone to induce felt events, occasionally with magnitudes of M > 5.0." +- "The presence of large, optimally oriented and critically stressed faults increases the potential for induced seismicity." +- [Database of human induced earthquakes.](http://inducedearthquakes.org/) +- Key parameters of induced seismicity: rock type, injection pressure +- Strong induced seismic events have been observed for various types of rock +- "The majority of felt seismic events occurred in geothermal systems in tectonically active, convection-dominated settings, both in hydrothermal systems and petrothermal systems (EGS). Also petrothermal systems in tectonically inactive regions generated felt seismicity. Hot sedimentary aquifers in tectonically inactive, conduction-dominated settings, on the other hand, mostly did not generate felt seismicity, unless operations occurred close to competent (crystalline) basement rocks." +- " Seismicity with M > 2.0 becomes more likely when operations cause stress changes on critically stressed faults (which are often found in the crystalline basement), or when stress perturbations are transmitted from sedimentary formations to the crystalline basement, e.g. if a hydraulic connection exists. The larger the pressure and temperature perturbations and the area over which they act, the larger is the chance of affecting a critically stressed fault or bringing a fault to failure. Operations in porous sandstone aquifers interbedded with clayrich layers far from the basement are less likely to generate felt seismic events as pressure changes are lower and a hydraulic connection to the basement is often less likely." \ No newline at end of file diff --git a/scripts/make_egs_plots.py b/scripts/make_egs_plots.py new file mode 100644 index 00000000..0ddfce2c --- /dev/null +++ b/scripts/make_egs_plots.py @@ -0,0 +1,375 @@ +import os +import sys +import numpy as np +import pandas as pd +import seaborn as sns +import geopandas as gpd +import yaml +import yaml +import cartopy.crs as ccrs +import matplotlib.pyplot as plt +plt.style.use("ggplot") + +from pathlib import Path + +import pypsa + +sys.path.append(str(Path.cwd() / ".." / "scripts")) +cfg_file = Path.cwd() / ".." / "config.default.yaml" + +from pypsa.plot import add_legend_patches +from plot_network import rename_techs_tyndp, assign_location + +with open(cfg_file, "r") as f: + config = yaml.safe_load(f) +with open(cfg_file, "r") as f: + tech_colors = pd.Series(yaml.safe_load(f)["plotting"]["tech_colors"]) + +tech_colors.loc["battery discharger"] = "#ace37f" +tech_colors.loc["urban central solid biomass CHP"] = "#baa741" +tech_colors.loc["urban central gas CHP CC"] = "#692e0a" +tech_colors.loc["urban central gas CHP"] = "#692e0a" +tech_colors.loc["urban central solid biomass CHP CC"] = "#47411c" +tech_colors.loc["DC"] = tech_colors.loc["transmission lines"] +tech_colors.loc["urban central solar thermal"] = tech_colors.loc["solar thermal"] +tech_colors.loc["urban central water tanks discharger"] = tech_colors.loc["water tanks"] +tech_colors.loc["urban central resistive heater"] = tech_colors.loc["resistive heater"] +tech_colors.loc["urban central air heat pump"] = tech_colors.loc["heat pump"] +tech_colors.loc["urban central gas boiler"] = tech_colors.loc["gas"] + + +def get_network_data(n, demand_vector): + + buses = n.buses.loc[n.buses.carrier == demand_vector].index.to_list() + energy_totals = list() + capacity_totals = list() + + costs = pd.DataFrame(index=buses) + + gens = n.generators.loc[n.generators.bus.isin(buses)] + gens["total_costs"] = gens.loc[:, "capital_cost"] * gens.loc[:, "p_nom_opt"] + + links = n.links.loc[n.links.bus1.isin(buses)] + links["total_costs"] = links.loc[:, "capital_cost"] * links.loc[:, "p_nom_opt"] + links = links.rename(columns={"bus1": "bus"}) + + + costs = pd.concat(( + gens[["bus", "carrier", "total_costs"]], links[["bus", "carrier", "total_costs"]], + ), ignore_index=True) + + costs["bus"] = costs["bus"].apply(lambda bus: n.buses.at[bus, "location"]) + costs = costs.groupby(["bus", "carrier"]).sum()["total_costs"] + + for bus in buses: + + energy_inflows = pd.DataFrame(index=n.generators_t.p.index) + inflow_links = n.links.loc[n.links.bus1 == bus] + + for carrier in inflow_links.carrier.unique(): + mask = inflow_links.carrier == carrier + + efficiency = n.links.loc[inflow_links.loc[mask].index].efficiency + + energy_inflows[carrier] = n.links_t.p0[ + inflow_links.loc[mask].index + ].multiply(efficiency).sum(axis=1) + + carrier_flow = n.links_t.p0[ + inflow_links.loc[mask].index + ].multiply(efficiency) + + energy_inflows[carrier] = carrier_flow.sum(axis=1) + + gens = n.generators.loc[n.generators.bus == bus] + links = n.links.loc[n.links.bus1 == bus] + + for carrier in gens.carrier.unique(): + if carrier in energy_inflows.columns: + energy_inflows[carrier] += n.generators_t.p[gens.loc[n.generators.carrier == carrier].index].sum(axis=1) + else: + energy_inflows[carrier] = n.generators_t.p[gens.loc[n.generators.carrier == carrier].index].sum(axis=1) + + energy_totals.append(energy_inflows.sum()) + + subset = gens[["carrier", "p_nom_opt"]] + gen_capacities = subset.groupby("carrier").sum().p_nom_opt + subset = links[["carrier", "p_nom_opt", "efficiency"]] + links_capacities = subset.groupby("carrier").sum().p_nom_opt.multiply( + subset.groupby("carrier").mean().efficiency + ) + + capacity_totals.append( + pd.concat((gen_capacities, links_capacities), axis=0) + ) + + energy_totals = pd.concat(energy_totals, axis=1).fillna(0).transpose() + capacity_totals = pd.concat(capacity_totals, axis=1).fillna(0).transpose() + + energy_totals.index = buses + capacity_totals.index = buses + + return costs.unstack(), capacity_totals, energy_totals + + +def plot_geothermal_map(network, demand_vector, return_data=False): + + max_piechart_size = 3. + + n = network.copy() + assign_location(n) + + map_opts = config["plotting"]["map"] + map_opts["color_geomap"]["ocean"] = "powderblue" + map_opts["color_geomap"]["land"] = "oldlace" + + buses = n.buses.loc[n.buses.carrier == demand_vector].index.to_list() + + cost_totals, capacity_totals, energy_totals = get_network_data(n, demand_vector) + + proj = ccrs.EqualEarth() + + # hack because impossible to drop buses... + eu_location = config["plotting"].get( + "eu_node_location", dict(x=-5.5, y=46) + ) + n.buses.loc["EU gas", "x"] = eu_location["x"] + n.buses.loc["EU gas", "y"] = eu_location["y"] + n.links.drop( + n.links.index[(n.links.carrier != "DC") & (n.links.carrier != "B2B")], + inplace=True, + ) + + energy_totals.index = n.buses.loc[buses].location + energy_totals.index.name = None + capacity_totals.index = n.buses.loc[buses].location + capacity_totals.index.name = None + + # carriers = energy_totals.columns + + energy_totals = energy_totals.stack() + capacity_totals = capacity_totals.stack() + cost_totals = cost_totals.stack() + + n.buses.drop(n.buses.index[n.buses.carrier != "AC"], inplace=True) + + for quantity, title in zip( + [energy_totals, capacity_totals, cost_totals], + ["Energy Totals", "Capacity Totals", "Capacity Expansion Costs"]): + + fig, ax = plt.subplots(subplot_kw={"projection": proj}) + fig.set_size_inches(8, 6) + + quantity = quantity.unstack() + + chp_cols = [col for col in quantity.columns if "CHP" in col] + quantity["CHP"] = quantity[chp_cols].sum(axis=1) + quantity = quantity.drop(columns=chp_cols) + + carriers = quantity.columns + quantity = quantity.stack() + + bus_sizes = quantity / quantity.groupby(level=0).sum().max() * max_piechart_size + + n.plot( + bus_sizes=bus_sizes, + bus_colors=tech_colors, + ax=ax, + **map_opts, + ) + ax.set_title(title + f" For {demand_vector}") + + legend_kw = dict( + bbox_to_anchor=(1.52, 1.04), + frameon=False, + ) + + colors = [tech_colors[c] for c in carriers] + labels = carriers + + add_legend_patches( + ax, + colors, + labels, + legend_kw=legend_kw, + ) + + plt.show() + + fig, ax = plt.subplots(1, 1, figsize=(16, 4)) + + barchart_df = pd.DataFrame(index=quantity.groupby(level=1).sum().index) + barchart_df["value"] = quantity.groupby(level=1).sum() + barchart_df["x"] = barchart_df.index + + sns.barplot(data=barchart_df, + y="value", + x="x", + ax=ax, + edgecolor="k", + linewidth=.8, + ) + + for bar, tech in zip(ax.patches, barchart_df.index): + bar.set_color(tech_colors[tech]) + bar.set_edgecolor("k") + bar.set_linewidth(.8) + bar.set_alpha(.8) + + ax.set_ylabel(title) + ax.set_xlabel("Technology") + + ax.set_xticks(ax.get_xticks(), ax.get_xticklabels(), rotation=45, ha="right") + plt.show() + + totals = quantity.groupby(level=0).sum() + + idx = pd.IndexSlice + try: + gt = quantity.loc[idx[:,"geothermal heat"]] + except KeyError: + gt = pd.Series(np.zeros(len(totals)), index=totals.index) + + totals = pd.concat((totals, pd.Series({"EU": totals.sum()}))) + + diff = totals.drop(index=["EU"]).index.difference(gt.index) + gt = pd.concat(( + gt, + pd.Series(np.zeros_like(diff), index=diff), + pd.Series({"EU": gt.sum()}))) + + percentages = pd.DataFrame(gt.divide(totals).values, index=gt.index, columns=["%"]) + percentages["bus"] = percentages.index + + fig, ax = plt.subplots(1, 1, figsize=(16, 4)) + sns.barplot(percentages, + x="bus", + y="%", + color=tech_colors["geothermal heat"] + ) + + for bar in ax.patches: + bar.set_edgecolor("k") + bar.set_linewidth(.8) + bar.set_alpha(.8) + + ax.set_xticks(ax.get_xticks(), ax.get_xticklabels(), rotation=45, ha="right") + + total_share = np.around(percentages.loc["EU", "%"]*100, decimals=2) + ax.set_title(f"{title}; Whole System Share: {total_share}%") + ax.set_ylabel(r"Share of EGS [%]") + ax.set_xlabel(r"Bus") + + ax.set_ylim(0, 1.) + + plt.show() + + if return_data: + return cost_totals.unstack(), capacity_totals.unstack(), energy_totals.unstack() + + +def plot_timeseries(n, plot_bus, plot_carrier, savefile=None): + + if not plot_bus == "all": + buses = n.buses.loc[n.buses.location == plot_bus] + else: + buses = n.buses + + buses = buses.loc[buses.carrier == plot_carrier].index.tolist() + + energy_inflows = pd.DataFrame(index=n.generators_t.p.index) + inflow_links = n.links.loc[n.links.bus1.isin(buses)] + + for carrier in inflow_links.carrier.unique(): + mask = inflow_links.carrier == carrier + carrier_primary_flow = n.links_t.p0[inflow_links.loc[mask].index] + + efficiency = n.links.loc[inflow_links.loc[mask].index].efficiency + + energy_inflows[carrier] = n.links_t.p0[ + inflow_links.loc[mask].index + ].multiply(efficiency).sum(axis=1) + + carrier_flow = n.links_t.p0[ + inflow_links.loc[mask].index + ].multiply(efficiency) + + energy_inflows[carrier] = carrier_flow.sum(axis=1) + + gens = n.generators.loc[n.generators.bus.isin(buses)] + + for carrier in gens.carrier.unique(): + if carrier in energy_inflows.columns: + energy_inflows[carrier] += n.generators_t.p[gens.loc[n.generators.carrier == carrier].index].sum(axis=1) + else: + energy_inflows[carrier] = n.generators_t.p[gens.loc[n.generators.carrier == carrier].index].sum(axis=1) + + # linkflow = n.links_t.p0[feedings] + energy_inflows = energy_inflows * 1e-3 + + energy_outflows = pd.DataFrame(np.minimum(energy_inflows.values, np.zeros_like(energy_inflows)), + index=energy_inflows.index, columns=energy_inflows.columns) + energy_outflows = energy_outflows[energy_outflows.sum().loc[energy_outflows.sum() < 0.].index] + + energy_inflows = pd.DataFrame(np.maximum(energy_inflows.values, np.zeros_like(energy_inflows)), + index=energy_inflows.index, columns=energy_inflows.columns) + energy_inflows = energy_inflows[energy_inflows.std().sort_values().index] + + fig, ax = plt.subplots(1, 1, figsize=(16, 5)) + + ax.stackplot(energy_inflows.index, + list(energy_inflows.values.T), + edgecolor="grey", + linewidth=.8, + alpha=0.85, + colors=tech_colors.loc[energy_inflows.columns].values, + labels=energy_inflows.columns) + + if not energy_outflows.empty: + ax.stackplot(energy_outflows.index, + list(energy_outflows.values.T), + edgecolor="grey", + linewidth=.8, + alpha=0.85, + colors=tech_colors.loc[energy_outflows.columns].values, + labels=energy_outflows.columns) + + ax.set_xlabel("Datetime") + ax.set_ylabel("Generation [GW]") + ax.legend( + loc="upper center", bbox_to_anchor=(0.5, -0.05), fancybox=True, shadow=True, ncol=5 + ) + + if plot_bus == "all": + ax.set_title(f"Contributions to load {plot_carrier}; Whole System") + else: + ax.set_title(f"Contributions to load {plot_carrier} at Bus {plot_bus}") + + if savefile is not None: + plt.savefig(savefile) + + plt.show() + + + +def get_geothermal_capacity_barchart(n): + + gt = n.links.loc[n.links.index.str.contains("production well")] + pnomopt = gt.groupby("bus1").sum()[["p_nom_opt"]] * 1e-3 * 0.1 + pnomopt["bus1"] = pnomopt.index + + fig, ax = plt.subplots(1, 1, figsize=(16, 4)) + + sns.barplot(data=pnomopt, + y="p_nom_opt", + x="bus1", + ax=ax, + edgecolor="k", + color=tech_colors["geothermal heat"] + ) + + ax.set_ylabel("Electric Capacity [GW]") + ax.set_xlabel("Bus") + + ax.set_xticks(ax.get_xticks(), ax.get_xticklabels(), rotation=45, ha="right") + plt.show() \ No newline at end of file diff --git a/scripts/make_summary.py b/scripts/make_summary.py index 1d7fe068..5d1ee3dc 100644 --- a/scripts/make_summary.py +++ b/scripts/make_summary.py @@ -1,4 +1,13 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Create summary CSV files for all scenario runs including costs, capacities, +capacity factors, curtailment, energy balances, prices and other metrics. +""" + import logging logger = logging.getLogger(__name__) @@ -8,8 +17,7 @@ import numpy as np import pandas as pd import pypsa -import yaml -from helper import override_component_attrs +from _helpers import override_component_attrs from prepare_sector_network import prepare_costs idx = pd.IndexSlice @@ -208,15 +216,15 @@ def calculate_cumulative_cost(): # integrate cost throughout the transition path for r in cumulative_cost.columns: for cluster in cumulative_cost.index.get_level_values(level=0).unique(): - for lv in cumulative_cost.index.get_level_values(level=1).unique(): + for ll in cumulative_cost.index.get_level_values(level=1).unique(): for sector_opts in cumulative_cost.index.get_level_values( level=2 ).unique(): cumulative_cost.loc[ - (cluster, lv, sector_opts, "cumulative cost"), r + (cluster, ll, sector_opts, "cumulative cost"), r ] = np.trapz( cumulative_cost.loc[ - idx[cluster, lv, sector_opts, planning_horizons], r + idx[cluster, ll, sector_opts, planning_horizons], r ].values, x=planning_horizons, ) @@ -434,9 +442,13 @@ def calculate_metrics(n, label, metrics): ["line_volume_AC", "line_volume_DC"], label ].sum() - if hasattr(n, "line_volume_limit"): - metrics.at["line_volume_limit", label] = n.line_volume_limit - metrics.at["line_volume_shadow", label] = n.line_volume_limit_dual + if "lv_limit" in n.global_constraints.index: + metrics.at["line_volume_limit", label] = n.global_constraints.at[ + "lv_limit", "constant" + ] + metrics.at["line_volume_shadow", label] = n.global_constraints.at[ + "lv_limit", "mu" + ] if "CO2Limit" in n.global_constraints.index: metrics.at["co2_shadow", label] = n.global_constraints.at["CO2Limit", "mu"] @@ -639,7 +651,7 @@ def make_summaries(networks_dict): ] columns = pd.MultiIndex.from_tuples( - networks_dict.keys(), names=["cluster", "lv", "opt", "planning_horizon"] + networks_dict.keys(), names=["cluster", "ll", "opt", "planning_horizon"] ) df = {} @@ -669,34 +681,30 @@ def to_csv(df): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("make_summary") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) networks_dict = { - (cluster, lv, opt + sector_opt, planning_horizon): snakemake.config[ - "results_dir" - ] - + snakemake.config["run"] - + f"/postnetworks/elec_s{simpl}_{cluster}_lv{lv}_{opt}_{sector_opt}_{planning_horizon}.nc" + (cluster, ll, opt + sector_opt, planning_horizon): "results/" + + snakemake.params.RDIR + + f"/postnetworks/elec_s{simpl}_{cluster}_l{ll}_{opt}_{sector_opt}_{planning_horizon}.nc" for simpl in snakemake.config["scenario"]["simpl"] for cluster in snakemake.config["scenario"]["clusters"] for opt in snakemake.config["scenario"]["opts"] for sector_opt in snakemake.config["scenario"]["sector_opts"] - for lv in snakemake.config["scenario"]["lv"] + for ll in snakemake.config["scenario"]["ll"] for planning_horizon in snakemake.config["scenario"]["planning_horizons"] } - Nyears = 1 + Nyears = len(pd.date_range(freq="h", **snakemake.config["snapshots"])) / 8760 costs_db = prepare_costs( snakemake.input.costs, - snakemake.config["costs"]["USD2013_to_EUR2013"], - snakemake.config["costs"]["discountrate"], + snakemake.config["costs"], Nyears, - snakemake.config["costs"]["lifetime"], ) df = make_summaries(networks_dict) @@ -708,8 +716,5 @@ def to_csv(df): if snakemake.config["foresight"] == "myopic": cumulative_cost = calculate_cumulative_cost() cumulative_cost.to_csv( - snakemake.config["summary_dir"] - + "/" - + snakemake.config["run"] - + "/csvs/cumulative_cost.csv" + "results/" + snakemake.params.RDIR + "/csvs/cumulative_cost.csv" ) diff --git a/scripts/plot_network.py b/scripts/plot_network.py index 1941ab84..04caf939 100644 --- a/scripts/plot_network.py +++ b/scripts/plot_network.py @@ -1,4 +1,17 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Creates plots for optimised network topologies, including electricity, gas and +hydrogen networks, and regional generation, storage and conversion capacities +built. + +This rule plots a map of the network with technology capacities at the +nodes. +""" + import logging logger = logging.getLogger(__name__) @@ -8,12 +21,13 @@ import matplotlib.pyplot as plt import pandas as pd import pypsa -from helper import override_component_attrs +from _helpers import override_component_attrs from make_summary import assign_carriers from plot_summary import preferred_order, rename_techs from pypsa.plot import add_legend_circles, add_legend_lines, add_legend_patches -plt.style.use(["ggplot", "matplotlibrc"]) +# plt.style.use(["ggplot", "matplotlibrc"]) +plt.style.use(["ggplot"]) def rename_techs_tyndp(tech): @@ -136,7 +150,7 @@ def plot_map( ac_color = "rosybrown" dc_color = "darkseagreen" - if snakemake.wildcards["lv"] == "1.0": + if snakemake.wildcards["ll"] == "v1.0": # should be zero line_widths = n.lines.s_nom_opt - n.lines.s_nom link_widths = n.links.p_nom_opt - n.links.p_nom @@ -384,8 +398,7 @@ def plot_h2_map(network, regions): link_widths=link_widths_retro, branch_components=["Link"], ax=ax, - color_geomap=False, - boundaries=map_opts["boundaries"], + **map_opts, ) regions.plot( @@ -698,7 +711,7 @@ def plot_map_without(network): to_drop = n.links.index[(n.links.carrier != "DC") & (n.links.carrier != "B2B")] n.links.drop(to_drop, inplace=True) - if snakemake.wildcards["lv"] == "1.0": + if snakemake.wildcards["ll"] == "v1.0": line_widths = n.lines.s_nom link_widths = n.links.p_nom else: @@ -892,10 +905,10 @@ def plot_series(network, carrier="AC", name="test"): fig.tight_layout() fig.savefig( - "{}{}/maps/series-{}-{}-{}-{}-{}.pdf".format( - snakemake.config["results_dir"], - snakemake.config["run"], - snakemake.wildcards["lv"], + "{}/{RDIR}maps/series-{}-{}-{}-{}-{}.pdf".format( + "results", + snakemake.params.RDIR, + snakemake.wildcards["ll"], carrier, start, stop, @@ -907,19 +920,19 @@ def plot_series(network, carrier="AC", name="test"): if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "plot_network", simpl="", - clusters="181", - lv="opt", opts="", - sector_opts="Co2L0-730H-T-H-B-I-A-solar+p3-linemaxext10", + clusters="37", + ll="copt", + sector_opts="CO2L0-180H-T-H-B-I-A-solar+p3-dist1", planning_horizons="2050", ) - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) overrides = override_component_attrs(snakemake.input.overrides) n = pypsa.Network(snakemake.input.network, override_component_attrs=overrides) @@ -928,6 +941,9 @@ def plot_series(network, carrier="AC", name="test"): map_opts = snakemake.config["plotting"]["map"] + if map_opts["boundaries"] is None: + map_opts["boundaries"] = regions.total_bounds[[0, 2, 1, 3]] + [-1, 1, -1, 1] + plot_map( n, components=["generators", "links", "stores", "storage_units"], diff --git a/scripts/plot_summary.py b/scripts/plot_summary.py index 1427e5cf..f421acf6 100644 --- a/scripts/plot_summary.py +++ b/scripts/plot_summary.py @@ -1,4 +1,12 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Creates plots from summary CSV files. +""" + import logging logger = logging.getLogger(__name__) @@ -61,6 +69,7 @@ def rename_techs(label): "AC": "transmission lines", "DC": "transmission lines", "B2B": "transmission lines", + "egs_el": "geothermal heat", } for ptr in prefix_to_remove: @@ -98,6 +107,7 @@ def rename_techs(label): "solar thermal", "solar rooftop", "solar", + "geothermal heat", "building retrofitting", "ground heat pump", "air heat pump", @@ -341,7 +351,7 @@ def plot_balances(): plt.cla() -def historical_emissions(cts): +def historical_emissions(countries): """ Read historical emissions to add them to the carbon budget plot. """ @@ -376,16 +386,15 @@ def historical_emissions(cts): e["total woL"] = "Total (without LULUCF)" pol = ["CO2"] # ["All greenhouse gases - (CO2 equivalent)"] - cts - if "GB" in cts: - cts.remove("GB") - cts.append("UK") + if "GB" in countries: + countries.remove("GB") + countries.append("UK") year = np.arange(1990, 2018).tolist() idx = pd.IndexSlice co2_totals = ( - df.loc[idx[year, e.values, cts, pol], "emissions"] + df.loc[idx[year, e.values, countries, pol], "emissions"] .unstack("Year") .rename(index=pd.Series(e.index, e.values)) ) @@ -452,15 +461,14 @@ def plot_carbon_budget_distribution(input_eurostat): ax1.set_ylim([0, 5]) ax1.set_xlim([1990, snakemake.config["scenario"]["planning_horizons"][-1] + 1]) - path_cb = snakemake.config["results_dir"] + snakemake.config["run"] + "/csvs/" - countries = pd.read_csv(snakemake.input.country_codes, index_col=1) - cts = countries.index.to_list() - e_1990 = co2_emissions_year(cts, input_eurostat, opts, year=1990) + path_cb = "results/" + snakemake.params.RDIR + "/csvs/" + countries = snakemake.config["countries"] + e_1990 = co2_emissions_year(countries, input_eurostat, opts, year=1990) CO2_CAP = pd.read_csv(path_cb + "carbon_budget_distribution.csv", index_col=0) ax1.plot(e_1990 * CO2_CAP[o], linewidth=3, color="dodgerblue", label=None) - emissions = historical_emissions(cts) + emissions = historical_emissions(countries) ax1.plot(emissions, color="black", linewidth=3, label=None) @@ -531,19 +539,17 @@ def plot_carbon_budget_distribution(input_eurostat): fancybox=True, fontsize=18, loc=(0.01, 0.01), facecolor="white", frameon=True ) - path_cb_plot = ( - snakemake.config["results_dir"] + snakemake.config["run"] + "/graphs/" - ) + path_cb_plot = "results/" + snakemake.params.RDIR + "/graphs/" plt.savefig(path_cb_plot + "carbon_budget_plot.pdf", dpi=300) if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("plot_summary") - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) n_header = 4 diff --git a/scripts/prepare_links_p_nom.py b/scripts/prepare_links_p_nom.py new file mode 100644 index 00000000..7c63f3a4 --- /dev/null +++ b/scripts/prepare_links_p_nom.py @@ -0,0 +1,95 @@ +#!/usr/bin/env python +# -*- coding: utf-8 -*- + +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Extracts capacities of HVDC links from `Wikipedia. + +`_. + +Relevant Settings +----------------- + +.. code:: yaml + + enable: + prepare_links_p_nom: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf` + +Inputs +------ + +*None* + +Outputs +------- + +- ``data/links_p_nom.csv``: A plain download of https://en.wikipedia.org/wiki/List_of_HVDC_projects#Europe plus extracted coordinates. + +Description +----------- + +*None* +""" + +import logging + +import pandas as pd +from _helpers import configure_logging + +logger = logging.getLogger(__name__) + + +def multiply(s): + return s.str[0].astype(float) * s.str[1].astype(float) + + +def extract_coordinates(s): + regex = ( + r"(\d{1,2})°(\d{1,2})′(\d{1,2})″(N|S) " r"(\d{1,2})°(\d{1,2})′(\d{1,2})″(E|W)" + ) + e = s.str.extract(regex, expand=True) + lat = ( + e[0].astype(float) + (e[1].astype(float) + e[2].astype(float) / 60.0) / 60.0 + ) * e[3].map({"N": +1.0, "S": -1.0}) + lon = ( + e[4].astype(float) + (e[5].astype(float) + e[6].astype(float) / 60.0) / 60.0 + ) * e[7].map({"E": +1.0, "W": -1.0}) + return lon, lat + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake # rule must be enabled in config + + snakemake = mock_snakemake("prepare_links_p_nom", simpl="") + configure_logging(snakemake) + + links_p_nom = pd.read_html( + "https://en.wikipedia.org/wiki/List_of_HVDC_projects", header=0, match="SwePol" + )[0] + + mw = "Power (MW)" + m_b = links_p_nom[mw].str.contains("x").fillna(False) + + links_p_nom.loc[m_b, mw] = links_p_nom.loc[m_b, mw].str.split("x").pipe(multiply) + links_p_nom[mw] = ( + links_p_nom[mw].str.extract("[-/]?([\d.]+)", expand=False).astype(float) + ) + + links_p_nom["x1"], links_p_nom["y1"] = extract_coordinates( + links_p_nom["Converterstation 1"] + ) + links_p_nom["x2"], links_p_nom["y2"] = extract_coordinates( + links_p_nom["Converterstation 2"] + ) + + links_p_nom.dropna(subset=["x1", "y1", "x2", "y2"]).to_csv( + snakemake.output[0], index=False + ) diff --git a/scripts/prepare_network.py b/scripts/prepare_network.py new file mode 100755 index 00000000..79b5c9d4 --- /dev/null +++ b/scripts/prepare_network.py @@ -0,0 +1,343 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Prepare PyPSA network for solving according to :ref:`opts` and :ref:`ll`, such +as. + +- adding an annual **limit** of carbon-dioxide emissions, +- adding an exogenous **price** per tonne emissions of carbon-dioxide (or other kinds), +- setting an **N-1 security margin** factor for transmission line capacities, +- specifying an expansion limit on the **cost** of transmission expansion, +- specifying an expansion limit on the **volume** of transmission expansion, and +- reducing the **temporal** resolution by averaging over multiple hours + or segmenting time series into chunks of varying lengths using ``tsam``. + +Relevant Settings +----------------- + +.. code:: yaml + + costs: + year: + version: + fill_values: + emission_prices: + marginal_cost: + capital_cost: + + electricity: + co2limit: + max_hours: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`costs_cf`, :ref:`electricity_cf` + +Inputs +------ + +- ``resources/costs.csv``: The database of cost assumptions for all included technologies for specific years from various sources; e.g. discount rate, lifetime, investment (CAPEX), fixed operation and maintenance (FOM), variable operation and maintenance (VOM), fuel costs, efficiency, carbon-dioxide intensity. +- ``networks/elec_s{simpl}_{clusters}.nc``: confer :ref:`cluster` + +Outputs +------- + +- ``networks/elec_s{simpl}_{clusters}_ec_l{ll}_{opts}.nc``: Complete PyPSA network that will be handed to the ``solve_network`` rule. + +Description +----------- + +.. tip:: + The rule :mod:`prepare_elec_networks` runs + for all ``scenario`` s in the configuration file + the rule :mod:`prepare_network`. +""" + +import logging +import re + +import numpy as np +import pandas as pd +import pypsa +from _helpers import configure_logging +from add_electricity import load_costs, update_transmission_costs + +idx = pd.IndexSlice + +logger = logging.getLogger(__name__) + + +def add_co2limit(n, co2limit, Nyears=1.0): + n.add( + "GlobalConstraint", + "CO2Limit", + carrier_attribute="co2_emissions", + sense="<=", + constant=co2limit * Nyears, + ) + + +def add_gaslimit(n, gaslimit, Nyears=1.0): + sel = n.carriers.index.intersection(["OCGT", "CCGT", "CHP"]) + n.carriers.loc[sel, "gas_usage"] = 1.0 + + n.add( + "GlobalConstraint", + "GasLimit", + carrier_attribute="gas_usage", + sense="<=", + constant=gaslimit * Nyears, + ) + + +def add_emission_prices(n, emission_prices={"co2": 0.0}, exclude_co2=False): + if exclude_co2: + emission_prices.pop("co2") + ep = ( + pd.Series(emission_prices).rename(lambda x: x + "_emissions") + * n.carriers.filter(like="_emissions") + ).sum(axis=1) + gen_ep = n.generators.carrier.map(ep) / n.generators.efficiency + n.generators["marginal_cost"] += gen_ep + su_ep = n.storage_units.carrier.map(ep) / n.storage_units.efficiency_dispatch + n.storage_units["marginal_cost"] += su_ep + + +def set_line_s_max_pu(n, s_max_pu=0.7): + n.lines["s_max_pu"] = s_max_pu + logger.info(f"N-1 security margin of lines set to {s_max_pu}") + + +def set_transmission_limit(n, ll_type, factor, costs, Nyears=1): + links_dc_b = n.links.carrier == "DC" if not n.links.empty else pd.Series() + + _lines_s_nom = ( + np.sqrt(3) + * n.lines.type.map(n.line_types.i_nom) + * n.lines.num_parallel + * n.lines.bus0.map(n.buses.v_nom) + ) + lines_s_nom = n.lines.s_nom.where(n.lines.type == "", _lines_s_nom) + + col = "capital_cost" if ll_type == "c" else "length" + ref = ( + lines_s_nom @ n.lines[col] + + n.links.loc[links_dc_b, "p_nom"] @ n.links.loc[links_dc_b, col] + ) + + update_transmission_costs(n, costs) + + if factor == "opt" or float(factor) > 1.0: + n.lines["s_nom_min"] = lines_s_nom + n.lines["s_nom_extendable"] = True + + n.links.loc[links_dc_b, "p_nom_min"] = n.links.loc[links_dc_b, "p_nom"] + n.links.loc[links_dc_b, "p_nom_extendable"] = True + + if factor != "opt": + con_type = "expansion_cost" if ll_type == "c" else "volume_expansion" + rhs = float(factor) * ref + n.add( + "GlobalConstraint", + f"l{ll_type}_limit", + type=f"transmission_{con_type}_limit", + sense="<=", + constant=rhs, + carrier_attribute="AC, DC", + ) + + return n + + +def average_every_nhours(n, offset): + logger.info(f"Resampling the network to {offset}") + m = n.copy(with_time=False) + + snapshot_weightings = n.snapshot_weightings.resample(offset).sum() + m.set_snapshots(snapshot_weightings.index) + m.snapshot_weightings = snapshot_weightings + + for c in n.iterate_components(): + pnl = getattr(m, c.list_name + "_t") + for k, df in c.pnl.items(): + if not df.empty: + pnl[k] = df.resample(offset).mean() + + return m + + +def apply_time_segmentation(n, segments, solver_name="cbc"): + logger.info(f"Aggregating time series to {segments} segments.") + try: + import tsam.timeseriesaggregation as tsam + except: + raise ModuleNotFoundError( + "Optional dependency 'tsam' not found." "Install via 'pip install tsam'" + ) + + p_max_pu_norm = n.generators_t.p_max_pu.max() + p_max_pu = n.generators_t.p_max_pu / p_max_pu_norm + + load_norm = n.loads_t.p_set.max() + load = n.loads_t.p_set / load_norm + + inflow_norm = n.storage_units_t.inflow.max() + inflow = n.storage_units_t.inflow / inflow_norm + + raw = pd.concat([p_max_pu, load, inflow], axis=1, sort=False) + + agg = tsam.TimeSeriesAggregation( + raw, + hoursPerPeriod=len(raw), + noTypicalPeriods=1, + noSegments=int(segments), + segmentation=True, + solver=solver_name, + ) + + segmented = agg.createTypicalPeriods() + + weightings = segmented.index.get_level_values("Segment Duration") + offsets = np.insert(np.cumsum(weightings[:-1]), 0, 0) + snapshots = [n.snapshots[0] + pd.Timedelta(f"{offset}h") for offset in offsets] + + n.set_snapshots(pd.DatetimeIndex(snapshots, name="name")) + n.snapshot_weightings = pd.Series( + weightings, index=snapshots, name="weightings", dtype="float64" + ) + + segmented.index = snapshots + n.generators_t.p_max_pu = segmented[n.generators_t.p_max_pu.columns] * p_max_pu_norm + n.loads_t.p_set = segmented[n.loads_t.p_set.columns] * load_norm + n.storage_units_t.inflow = segmented[n.storage_units_t.inflow.columns] * inflow_norm + + return n + + +def enforce_autarky(n, only_crossborder=False): + if only_crossborder: + lines_rm = n.lines.loc[ + n.lines.bus0.map(n.buses.country) != n.lines.bus1.map(n.buses.country) + ].index + links_rm = n.links.loc[ + n.links.bus0.map(n.buses.country) != n.links.bus1.map(n.buses.country) + ].index + else: + lines_rm = n.lines.index + links_rm = n.links.loc[n.links.carrier == "DC"].index + n.mremove("Line", lines_rm) + n.mremove("Link", links_rm) + + +def set_line_nom_max(n, s_nom_max_set=np.inf, p_nom_max_set=np.inf): + n.lines.s_nom_max.clip(upper=s_nom_max_set, inplace=True) + n.links.p_nom_max.clip(upper=p_nom_max_set, inplace=True) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake( + "prepare_network", simpl="", clusters="40", ll="v0.3", opts="Co2L-24H" + ) + configure_logging(snakemake) + + opts = snakemake.wildcards.opts.split("-") + + n = pypsa.Network(snakemake.input[0]) + Nyears = n.snapshot_weightings.objective.sum() / 8760.0 + costs = load_costs( + snakemake.input.tech_costs, + snakemake.config["costs"], + snakemake.config["electricity"], + Nyears, + ) + + set_line_s_max_pu(n, snakemake.config["lines"]["s_max_pu"]) + + for o in opts: + m = re.match(r"^\d+h$", o, re.IGNORECASE) + if m is not None: + n = average_every_nhours(n, m.group(0)) + break + + for o in opts: + m = re.match(r"^\d+seg$", o, re.IGNORECASE) + if m is not None: + solver_name = snakemake.config["solving"]["solver"]["name"] + n = apply_time_segmentation(n, m.group(0)[:-3], solver_name) + break + + for o in opts: + if "Co2L" in o: + m = re.findall("[0-9]*\.?[0-9]+$", o) + if len(m) > 0: + co2limit = float(m[0]) * snakemake.config["electricity"]["co2base"] + add_co2limit(n, co2limit, Nyears) + logger.info("Setting CO2 limit according to wildcard value.") + else: + add_co2limit(n, snakemake.config["electricity"]["co2limit"], Nyears) + logger.info("Setting CO2 limit according to config value.") + break + + for o in opts: + if "CH4L" in o: + m = re.findall("[0-9]*\.?[0-9]+$", o) + if len(m) > 0: + limit = float(m[0]) * 1e6 + add_gaslimit(n, limit, Nyears) + logger.info("Setting gas usage limit according to wildcard value.") + else: + add_gaslimit(n, snakemake.config["electricity"].get("gaslimit"), Nyears) + logger.info("Setting gas usage limit according to config value.") + break + + for o in opts: + oo = o.split("+") + suptechs = map(lambda c: c.split("-", 2)[0], n.carriers.index) + if oo[0].startswith(tuple(suptechs)): + carrier = oo[0] + # handles only p_nom_max as stores and lines have no potentials + attr_lookup = {"p": "p_nom_max", "c": "capital_cost", "m": "marginal_cost"} + attr = attr_lookup[oo[1][0]] + factor = float(oo[1][1:]) + if carrier == "AC": # lines do not have carrier + n.lines[attr] *= factor + else: + comps = {"Generator", "Link", "StorageUnit", "Store"} + for c in n.iterate_components(comps): + sel = c.df.carrier.str.contains(carrier) + c.df.loc[sel, attr] *= factor + + for o in opts: + if "Ep" in o: + m = re.findall("[0-9]*\.?[0-9]+$", o) + if len(m) > 0: + logger.info("Setting emission prices according to wildcard value.") + add_emission_prices(n, dict(co2=float(m[0]))) + else: + logger.info("Setting emission prices according to config value.") + add_emission_prices(n, snakemake.config["costs"]["emission_prices"]) + break + + ll_type, factor = snakemake.wildcards.ll[0], snakemake.wildcards.ll[1:] + set_transmission_limit(n, ll_type, factor, costs, Nyears) + + set_line_nom_max( + n, + s_nom_max_set=snakemake.config["lines"].get("s_nom_max,", np.inf), + p_nom_max_set=snakemake.config["links"].get("p_nom_max,", np.inf), + ) + + if "ATK" in opts: + enforce_autarky(n) + elif "ATKc" in opts: + enforce_autarky(n, only_crossborder=True) + + n.meta = dict(snakemake.config, **dict(wildcards=dict(snakemake.wildcards))) + n.export_to_netcdf(snakemake.output[0]) diff --git a/scripts/prepare_sector_network.py b/scripts/prepare_sector_network.py index 062d598a..bb75f1db 100644 --- a/scripts/prepare_sector_network.py +++ b/scripts/prepare_sector_network.py @@ -1,4 +1,12 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2020-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Adds all sector-coupling components to the network, including demand and supply +technologies for the buildings, transport and industry sectors. +""" import logging import os @@ -10,12 +18,12 @@ import pandas as pd import pypsa import xarray as xr -from build_energy_totals import build_co2_totals, build_eea_co2, build_eurostat_co2 -from helper import ( +from _helpers import ( generate_periodic_profiles, override_component_attrs, update_config_with_sector_opts, ) +from build_energy_totals import build_co2_totals, build_eea_co2, build_eurostat_co2 from networkx.algorithms import complement from networkx.algorithms.connectivity.edge_augmentation import k_edge_augmentation from pypsa.geo import haversine_pts @@ -235,7 +243,7 @@ def build_carbon_budget(o, input_eurostat, fn, emissions_scope, report_year): carbon_budget = float(o[o.find("cb") + 2 : o.find("ex")]) r = float(o[o.find("ex") + 2 :]) - countries = n.buses.country.dropna().unique() + countries = snakemake.config["countries"] e_1990 = co2_emissions_year( countries, input_eurostat, opts, emissions_scope, report_year, year=1990 @@ -386,7 +394,7 @@ def update_wind_solar_costs(n, costs): with xr.open_dataset(profile) as ds: underwater_fraction = ds["underwater_fraction"].to_pandas() connection_cost = ( - snakemake.config["costs"]["lines"]["length_factor"] + snakemake.config["lines"]["length_factor"] * ds["average_distance"].to_pandas() * ( underwater_fraction @@ -668,10 +676,10 @@ def add_dac(n, costs): ) -def add_co2limit(n, Nyears=1.0, limit=0.0): +def add_co2limit(n, nyears=1.0, limit=0.0): logger.info(f"Adding CO2 budget limit as per unit of 1990 levels of {limit}") - countries = n.buses.country.dropna().unique() + countries = snakemake.config["countries"] sectors = emission_sectors_from_opts(opts) @@ -680,7 +688,7 @@ def add_co2limit(n, Nyears=1.0, limit=0.0): co2_limit = co2_totals.loc[countries, sectors].sum().sum() - co2_limit *= limit * Nyears + co2_limit *= limit * nyears n.add( "GlobalConstraint", @@ -724,37 +732,25 @@ def cycling_shift(df, steps=1): return df -# TODO checkout PyPSA-Eur script -def prepare_costs(cost_file, USD_to_EUR, discount_rate, Nyears, lifetime): +def prepare_costs(cost_file, config, nyears): # set all asset costs and other parameters costs = pd.read_csv(cost_file, index_col=[0, 1]).sort_index() # correct units to MW and EUR costs.loc[costs.unit.str.contains("/kW"), "value"] *= 1e3 - costs.loc[costs.unit.str.contains("USD"), "value"] *= USD_to_EUR # min_count=1 is important to generate NaNs which are then filled by fillna costs = ( costs.loc[:, "value"].unstack(level=1).groupby("technology").sum(min_count=1) ) - costs = costs.fillna( - { - "CO2 intensity": 0, - "FOM": 0, - "VOM": 0, - "discount rate": discount_rate, - "efficiency": 1, - "fuel": 0, - "investment": 0, - "lifetime": lifetime, - } - ) - annuity_factor = ( - lambda v: annuity(v["lifetime"], v["discount rate"]) + v["FOM"] / 100 - ) + costs = costs.fillna(config["fill_values"]) + + def annuity_factor(v): + return annuity(v["lifetime"], v["discount rate"]) + v["FOM"] / 100 + costs["fixed"] = [ - annuity_factor(v) * v["investment"] * Nyears for i, v in costs.iterrows() + annuity_factor(v) * v["investment"] * nyears for i, v in costs.iterrows() ] return costs @@ -1413,6 +1409,7 @@ def add_land_transport(n, costs): # TODO options? logger.info("Add land transport") + nhours = n.snapshot_weightings.generators.sum() transport = pd.read_csv( snakemake.input.transport_demand, index_col=0, parse_dates=True @@ -1562,7 +1559,7 @@ def add_land_transport(n, costs): ice_share / ice_efficiency * transport[nodes].sum().sum() - / 8760 + / nhours * costs.at["oil", "CO2 intensity"] ) @@ -2337,11 +2334,13 @@ def add_industry(n, costs): logger.info("Add industrial demand") nodes = pop_layout.index + nhours = n.snapshot_weightings.generators.sum() + nyears = nhours / 8760 # 1e6 to convert TWh to MWh industrial_demand = ( pd.read_csv(snakemake.input.industrial_demand, index_col=0) * 1e6 - ) + ) * nyears n.madd( "Bus", @@ -2356,10 +2355,10 @@ def add_industry(n, costs): industrial_demand.loc[spatial.biomass.locations, "solid biomass"].rename( index=lambda x: x + " solid biomass for industry" ) - / 8760 + / nhours ) else: - p_set = industrial_demand["solid biomass"].sum() / 8760 + p_set = industrial_demand["solid biomass"].sum() / nhours n.madd( "Load", @@ -2406,7 +2405,7 @@ def add_industry(n, costs): unit="MWh_LHV", ) - gas_demand = industrial_demand.loc[nodes, "methane"] / 8760.0 + gas_demand = industrial_demand.loc[nodes, "methane"] / nhours if options["gas_network"]: spatial_gas_demand = gas_demand.rename(index=lambda x: x + " gas for industry") @@ -2458,7 +2457,7 @@ def add_industry(n, costs): suffix=" H2 for industry", bus=nodes + " H2", carrier="H2 for industry", - p_set=industrial_demand.loc[nodes, "hydrogen"] / 8760, + p_set=industrial_demand.loc[nodes, "hydrogen"] / nhours, ) shipping_hydrogen_share = get(options["shipping_hydrogen_share"], investment_year) @@ -2474,11 +2473,11 @@ def add_industry(n, costs): domestic_navigation = pop_weighted_energy_totals.loc[ nodes, "total domestic navigation" ].squeeze() - international_navigation = pd.read_csv( - snakemake.input.shipping_demand, index_col=0 - ).squeeze() + international_navigation = ( + pd.read_csv(snakemake.input.shipping_demand, index_col=0).squeeze() * nyears + ) all_navigation = domestic_navigation + international_navigation - p_set = all_navigation * 1e6 / 8760 + p_set = all_navigation * 1e6 / nhours if shipping_hydrogen_share: oil_efficiency = options.get( @@ -2685,7 +2684,7 @@ def add_industry(n, costs): ) demand_factor = options.get("HVC_demand_factor", 1) - p_set = demand_factor * industrial_demand.loc[nodes, "naphtha"].sum() / 8760 + p_set = demand_factor * industrial_demand.loc[nodes, "naphtha"].sum() / nhours if demand_factor != 1: logger.warning(f"Changing HVC demand by {demand_factor*100-100:+.2f}%.") @@ -2703,7 +2702,7 @@ def add_industry(n, costs): demand_factor * pop_weighted_energy_totals.loc[nodes, all_aviation].sum(axis=1).sum() * 1e6 - / 8760 + / nhours ) if demand_factor != 1: logger.warning(f"Changing aviation demand by {demand_factor*100-100:+.2f}%.") @@ -2722,7 +2721,7 @@ def add_industry(n, costs): co2_release = ["naphtha for industry", "kerosene for aviation"] co2 = ( n.loads.loc[co2_release, "p_set"].sum() * costs.at["oil", "CO2 intensity"] - - industrial_demand.loc[nodes, "process emission from feedstock"].sum() / 8760 + - industrial_demand.loc[nodes, "process emission from feedstock"].sum() / nhours ) n.add( @@ -2745,12 +2744,13 @@ def add_industry(n, costs): for node in nodes ], carrier="low-temperature heat for industry", - p_set=industrial_demand.loc[nodes, "low-temperature heat"] / 8760, + p_set=industrial_demand.loc[nodes, "low-temperature heat"] / nhours, ) # remove today's industrial electricity demand by scaling down total electricity demand for ct in n.buses.country.dropna().unique(): # TODO map onto n.bus.country + loads_i = n.loads.index[ (n.loads.index.str[:2] == ct) & (n.loads.carrier == "electricity") ] @@ -2769,7 +2769,7 @@ def add_industry(n, costs): suffix=" industry electricity", bus=nodes, carrier="industry electricity", - p_set=industrial_demand.loc[nodes, "electricity"] / 8760, + p_set=industrial_demand.loc[nodes, "electricity"] / nhours, ) n.madd( @@ -2786,10 +2786,10 @@ def add_industry(n, costs): -industrial_demand.loc[nodes, sel] .sum(axis=1) .rename(index=lambda x: x + " process emissions") - / 8760 + / nhours ) else: - p_set = -industrial_demand.loc[nodes, sel].sum(axis=1).sum() / 8760 + p_set = -industrial_demand.loc[nodes, sel].sum(axis=1).sum() / nhours # this should be process emissions fossil+feedstock # then need load on atmosphere for feedstock emissions that are currently going to atmosphere via Link Fischer-Tropsch demand @@ -2833,10 +2833,10 @@ def add_industry(n, costs): industrial_demand.loc[spatial.ammonia.locations, "ammonia"].rename( index=lambda x: x + " NH3" ) - / 8760 + / nhours ) else: - p_set = industrial_demand["ammonia"].sum() / 8760 + p_set = industrial_demand["ammonia"].sum() / nhours n.madd( "Load", @@ -2888,6 +2888,7 @@ def add_agriculture(n, costs): logger.info("Add agriculture, forestry and fishing sector.") nodes = pop_layout.index + nhours = n.snapshot_weightings.generators.sum() # electricity @@ -2899,7 +2900,7 @@ def add_agriculture(n, costs): carrier="agriculture electricity", p_set=pop_weighted_energy_totals.loc[nodes, "total agriculture electricity"] * 1e6 - / 8760, + / nhours, ) # heat @@ -2912,7 +2913,7 @@ def add_agriculture(n, costs): carrier="agriculture heat", p_set=pop_weighted_energy_totals.loc[nodes, "total agriculture heat"] * 1e6 - / 8760, + / nhours, ) # machinery @@ -2948,7 +2949,7 @@ def add_agriculture(n, costs): / efficiency_gain * machinery_nodal_energy * 1e6 - / 8760, + / nhours, ) if oil_share > 0: @@ -2957,14 +2958,14 @@ def add_agriculture(n, costs): ["agriculture machinery oil"], bus=spatial.oil.nodes, carrier="agriculture machinery oil", - p_set=oil_share * machinery_nodal_energy.sum() * 1e6 / 8760, + p_set=oil_share * machinery_nodal_energy.sum() * 1e6 / nhours, ) co2 = ( oil_share * machinery_nodal_energy.sum() * 1e6 - / 8760 + / nhours * costs.at["oil", "CO2 intensity"] ) @@ -3233,22 +3234,390 @@ def set_temporal_aggregation(n, opts, solver_name): return n +def add_egs_potential(n, + costs_year, + egs_potentials_file, + egs_overlap_matrix_file, + egs_indicator_matrix_file, + egs_capacity_factors_file, + snakemake, + costs, + ): + """ + Adds EGS potential to model. + + Built in scripts/build_egs_potential.py + """ + + costs_year = str(costs_year) + config = snakemake.config + + assert config["sector"]["egs_elec"] or config["sector"]["egs_dh"], ( + "if config['sector']['egs'] is True, atleast one of egs_elec or " + "egs_dh need to be True as well." + ) + + overlap_matrix = pd.read_csv(egs_overlap_matrix_file, index_col=0) + indicator_matrix = pd.read_csv(egs_indicator_matrix_file, index_col=0) + egs_potentials = pd.read_csv(egs_potentials_file) + egs_capacity_factors = pd.read_csv(egs_capacity_factors_file, index_col=0, parse_dates=True) + + egs_potentials.index = np.arange(len(egs_potentials)) + + Nyears = n.snapshot_weightings.generators.sum() / 8760 + dr = config["costs"]["fill_values"]["discount rate"] + lt = costs.at["geothermal", "lifetime"] + + egs_annuity = annuity(lt, r=dr) + + egs_potentials["capital_cost"] = ( + (egs_annuity + 0.02 / 1.02) * egs_potentials["CAPEX"] * Nyears + * (1. - config["sector"]["egs_project_risk"]) + ) + + eta_el = costs.at["geothermal", "efficiency electricity"] + eta_dh = costs.at["geothermal", "efficiency residential heat"] + dh_cost = costs.at[ + "geothermal", "district heating cost" + ] # relative cost of district heating capacity + + + # p_nom conversion GW -> MW + # capital_cost conversion Euro/kW -> Euro/MW + egs_potentials["p_nom_max"] = egs_potentials ["p_nom_max"] * 1000.0 + egs_potentials["capital_cost"] = egs_potentials ["capital_cost"] * 1000.0 + + if config["sector"]["egs_elec"]: + n.add( + "Bus", + "EU geothermal heat bus", + carrier="geothermal heat", + unit="MWh_th", + location="EU", + ) + + n.add( + "Generator", + "EU geothermal heat", + bus="EU geothermal heat bus", + carrier="geothermal heat", + p_nom_max=np.inf, + capital_cost=0.0, + marginal_cost=0.0, + p_nom_extendable=True, + ) + + if config["sector"]["egs_dh"]: + # simulates low grade heat after geothermal electricity generation + # coupled to p_nom of geothermal electricity by constraint + # see solve_network.py + # used for district heating + n.add( + "Bus", + "EU geothermal waste heat bus", + carrier="geothermal heat", + unit="MWh_th", + location="EU", + ) + n.add( + "Generator", + "EU geothermal waste heat", + bus="EU geothermal waste heat bus", + carrier="geothermal heat", + p_nom_max=np.inf, + capital_cost=0.0, + marginal_cost=0.0, + p_nom_extendable=True, + ) + + if ((config["sector"]["egs_fixed_capital_cost"] is not None) or + (config["sector"]["egs_dh_fixed_capital_cost"] is not None)): + overlap_matrix.iloc[:,0] = np.ones(len(overlap_matrix)) + + for bus, overlaps in overlap_matrix.iterrows(): + + if not overlaps.sum(): + continue + + overlaps.index = np.arange(len(overlaps)) + + overlaps = overlaps.loc[overlaps > 0.] + indicators = indicator_matrix.loc[bus] + indicators.index = np.arange(len(indicators)) + + bus_egs = egs_potentials.loc[overlaps.loc[overlaps > 0.].index] + + if not len(bus_egs): + continue + + bus_egs["p_nom_max"] = bus_egs["p_nom_max"].multiply(overlaps) + bus_egs = bus_egs.loc[bus_egs.p_nom_max > 0.] + + bus_egs["dh_p_nom_max"] = ( + bus_egs["p_nom_max"] + .multiply(overlaps) + .multiply(bus_egs["dh_share"]) + ) + + if config["sector"]["egs_performant"] or config["sector"]["egs_fixed_capital_cost"]: + bus_egs = bus_egs.sort_values(by="capital_cost").iloc[:1] + # bus_egs["capital_cost"] = np.zeros(len(bus_egs)) + + bus_egs.index = np.arange(len(bus_egs)).astype(str) + + p_nom_max = bus_egs["p_nom_max"] + p_nom_max.index = f"{bus} geothermal injection well " + bus_egs.index + + if config["sector"]["egs_fixed_capital_cost"]: + capital_cost = config["sector"]["egs_fixed_capital_cost"] + p_nom_max = np.inf + + if config["sector"]["egs_capacity_variation"]: + capacity_factor = pd.DataFrame({ + col: egs_capacity_factors[bus] for col in p_nom_max.index + }, index=egs_capacity_factors.index) + else: + capacity_factor = 1. + + if config["sector"]["egs_elec"]: + + n.madd( + "Bus", + f"{bus} geothermal reservoir bus " + bus_egs.index, + carrier="geothermal heat", + unit="MWh_th", + location=bus, + ) + + n.madd( + "Store", + f"{bus} geothermal reservoir " + bus_egs.index, + bus=f"{bus} geothermal reservoir bus " + bus_egs.index, + e_nom=0, + e_nom_extendable=config["sector"]["flexible_egs"], + ) + + n.madd( + "Link", + f"{bus} geothermal injection well " + bus_egs.index, + bus0="EU geothermal heat bus", + bus1=f"{bus} geothermal reservoir bus " + bus_egs.index, + carrier="geothermal heat", + p_nom_extendable=True, + p_nom_max=p_nom_max / eta_el, + capital_cost=0., + lifetime=costs.at["geothermal", "lifetime"], + efficiency=capacity_factor, + ) + + if not config["sector"]["egs_fixed_capital_cost"]: + + p_nom_max = bus_egs["p_nom_max"] + p_nom_max.index = f"{bus} geothermal production well " + bus_egs.index + + capital_cost = bus_egs["capital_cost"] + capital_cost.index = f"{bus} geothermal production well " + bus_egs.index + + n.madd( + "Link", + f"{bus} geothermal production well " + bus_egs.index, + bus0=f"{bus} geothermal reservoir bus " + bus_egs.index, + bus1=bus, + bus2="co2 atmosphere", + carrier="geothermal heat", + p_nom_extendable=True, + p_nom_max=p_nom_max / eta_el * 1.25, + capital_cost=capital_cost * eta_el, + efficiency=eta_el, + # efficiency2=costs.at["geothermal", "CO2 intensity"] * eta_el, + efficiency2=0., + lifetime=costs.at["geothermal", "lifetime"], + ) + + if config["sector"]["egs_dh"]: + + if config["sector"]["egs_dh_fixed_capital_cost"] is not None: + dh_capital_cost = config["sector"]["egs_dh_fixed_capital_cost"] + dh_p_nom_max = np.inf + else: + dh_capital_cost = capital_cost * dh_cost * eta_dh # costs as share of electric part (see Frey et al 2022) + dh_capital_cost.index = f"{bus} geothermal district heat " + bus_egs.index + dh_p_nom_max = bus_egs["dh_p_nom_max"] + dh_p_nom_max.index = f"{bus} geothermal district heat " + bus_egs.index + + n.madd( + "Link", + f"{bus} geothermal district heat " + bus_egs.index, + bus0="EU geothermal waste heat bus", + bus1=f"{bus} urban central heat", + carrier="geothermal heat", + p_nom_extendable=True, + p_nom_max=dh_p_nom_max / eta_el, + capital_cost=dh_capital_cost, + marginal_cost=0.0, + efficiency=eta_dh, + lifetime=costs.at["geothermal", "lifetime"], + ) + + + # The format of the source paper (from hot rock to useful energy...) + # only provided available electricity generation. + # We are however also interested in available heat for district heating. + # For this we reverse engineer total available heat + # and model heat extracted from the ground as a generator, and + # the CHP as a link connecting extracted heat to both + # electricity and district central thermal loads. + # The given data is W \equiv available electricity [GW] + # We assume this electricity is generated with an efficiency eta_el of + # ~ 10 percent, following the literature. + # The low efficiency is explained by the steam temperatures between + # 150 and 300 degrees. + # We compute from this p_nom_max of total available generated heat via + # p_nom_max = W / eta_el + # The combined heat and power is modeled through a second link + # with p_nom_max as a linear factor times p_nom_max used for + # electricity generation. This p_nom_max is also reduced by the + # share of area that can be considered urban, and is usable for + # district heating. It is costed at an additional 25 percent of the cost for + # electricity generation. + + +def add_sweep_egs(n, snakemake, costs): + + config = snakemake.config + nodes = pop_layout.index + + config = snakemake.config + + dr = config["costs"]["fill_values"]["discount rate"] + lt = costs.at["geothermal", "lifetime"] + annuity_factor = annuity(lt, r=dr) + + # annuitizing costs + injection_well_cost = annuity_factor * config["sector"]["egs_drilling_capex"] / 2. + production_well_cost = annuity_factor * config["sector"]["egs_drilling_capex"] / 2. + # district_heating_cost = annuity_factor * config["sector"]["egs_district_heating_capex"] + orc_cost = annuity_factor * config["sector"]["egs_orc_capex"] + + dh_maxcost = annuity_factor * config["sector"]["egs_district_heating_max_cost"] + dh_steps = config["sector"]["egs_district_heating_cost_steps"] + dh_costrange = np.linspace(0, dh_maxcost, dh_steps) + print("costrange we are working with") + print(dh_costrange) + + # fixing units Euro/kW -> Euro/MW + injection_well_cost = injection_well_cost * 1000. + production_well_cost = production_well_cost * 1000. + # district_heating_cost = district_heating_cost * 1000. + + n.add( + "Bus", + "EU geothermal heat bus", + carrier="geothermal heat", + unit="MWh_th", + location="EU", + ) + + n.add( + "Generator", + "EU geothermal heat", + bus="EU geothermal heat bus", + carrier="geothermal heat", + p_nom_max=np.inf, + capital_cost=0.0, + marginal_cost=0.0, + p_nom_extendable=True, + ) + + n.madd( + "Bus", + nodes, + suffix=" geothermal reservoir bus", + carrier="geothermal heat", + unit="MWh_th", + location=nodes, + ) + + n.madd( + "Link", + nodes, + suffix=" geothermal injection well", + bus0="EU geothermal heat bus", + bus1=nodes + " geothermal reservoir bus", + location=nodes, + capital_cost=injection_well_cost, + p_nom_extendable=True, + ) + + n.madd( + "Bus", + nodes, + suffix=" geothermal surface bus", + carrier="geothermal heat", + unit="MWh_th", + location=nodes, + ) + + n.madd( + "Link", + nodes, + suffix=" geothermal production well", + bus0=nodes + " geothermal reservoir bus", + bus1=nodes + " geothermal surface bus", + location=nodes, + capital_cost=production_well_cost, + p_nom_extendable=True, + ) + + n.madd( + "Link", + nodes, + suffix=" geothermal orc plant", + bus0=nodes + " geothermal surface bus", + bus1=nodes, + efficiency=costs.at["geothermal", "efficiency electricity"], + location=nodes, + capital_cost=orc_cost, + p_nom_extendable=True, + ) + + p_nom_max = n.loads_t.p_set[ + (nodes + " urban central heat").tolist() + ].max(axis=0) / dh_steps + + for i, cc in enumerate(dh_costrange): + + n.madd( + "Link", + nodes, + suffix=f" geothermal district heating {i}", + bus0=nodes + " geothermal surface bus", + bus1=nodes + " urban central heat", + efficiency=costs.at["geothermal", "efficiency residential heat"], + location=nodes, + capital_cost=cc * costs.at["geothermal", "efficiency residential heat"], + p_nom_extendable=True, + p_nom_max=p_nom_max, + ) + + # %% if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( "prepare_sector_network", + configfiles="test/config.overnight.yaml", simpl="", opts="", - clusters="37", - lv=1.5, - sector_opts="cb40ex0-365H-T-H-B-I-A-solar+p3-dist1", - planning_horizons="2020", + clusters="5", + ll="v1.5", + sector_opts="CO2L0-24H-T-H-B-I-A-solar+p3-dist1", + planning_horizons="2030", ) - logging.basicConfig(level=snakemake.config["logging_level"]) + logging.basicConfig(level=snakemake.config["logging"]["level"]) update_config_with_sector_opts(snakemake.config, snakemake.wildcards.sector_opts) @@ -3262,18 +3631,17 @@ def set_temporal_aggregation(n, opts, solver_name): n = pypsa.Network(snakemake.input.network, override_component_attrs=overrides) pop_layout = pd.read_csv(snakemake.input.clustered_pop_layout, index_col=0) - Nyears = n.snapshot_weightings.generators.sum() / 8760 + nhours = n.snapshot_weightings.generators.sum() + nyears = nhours / 8760 costs = prepare_costs( snakemake.input.costs, - snakemake.config["costs"]["USD2013_to_EUR2013"], - snakemake.config["costs"]["discountrate"], - Nyears, - snakemake.config["costs"]["lifetime"], + snakemake.config["costs"], + nyears, ) - pop_weighted_energy_totals = pd.read_csv( - snakemake.input.pop_weighted_energy_totals, index_col=0 + pop_weighted_energy_totals = ( + pd.read_csv(snakemake.input.pop_weighted_energy_totals, index_col=0) * nyears ) patch_electricity_network(n) @@ -3354,14 +3722,10 @@ def set_temporal_aggregation(n, opts, solver_name): limit_type = "config" limit = get(snakemake.config["co2_budget"], investment_year) for o in opts: - if not "cb" in o: + if "cb" not in o: continue limit_type = "carbon budget" - fn = ( - snakemake.config["results_dir"] - + snakemake.config["run"] - + "/csvs/carbon_budget_distribution.csv" - ) + fn = "results/" + snakemake.params.RDIR + "/csvs/carbon_budget_distribution.csv" if not os.path.exists(fn): emissions_scope = snakemake.config["energy"]["emissions"] report_year = snakemake.config["energy"]["eurostat_report_year"] @@ -3372,14 +3736,14 @@ def set_temporal_aggregation(n, opts, solver_name): limit = co2_cap.loc[investment_year] break for o in opts: - if not "Co2L" in o: + if "Co2L" not in o: continue limit_type = "wildcard" limit = o[o.find("Co2L") + 4 :] limit = float(limit.replace("p", ".").replace("m", "-")) break logger.info(f"Add CO2 limit from {limit_type}") - add_co2limit(n, Nyears, limit) + add_co2limit(n, nyears, limit) for o in opts: if not o[:10] == "linemaxext": @@ -3406,6 +3770,40 @@ def set_temporal_aggregation(n, opts, solver_name): if options.get("cluster_heat_buses", False) and not first_year_myopic: cluster_heat_buses(n) + if options.get("egs"): + n.add( + "Carrier", + "geothermal heat", + nice_name="Geothermal Heat", + color=snakemake.config["plotting"]["tech_colors"]["geothermal heat"], + # co2_emissions=costs.loc["geothermal", "CO2 intensity"], + co2_emissions=0., + ) + + logger.info("Adding Enhanced Geothermal Potential") + costs_year = snakemake.config["costs"]["year"] + + + assert not (options.get("egs_potential_run") and options.get("egs_sweep_run")) + + if options.get("egs_potential_run"): + add_egs_potential( + n, + costs_year, + snakemake.input["egs_potentials"], + snakemake.input["egs_overlap_matrix"], + snakemake.input["egs_indicator_matrix"], + snakemake.input["egs_capacity_factors"], + snakemake, + costs + ) + + if options.get("egs_sweep_run"): + add_sweep_egs(n, snakemake, costs) + n.meta = dict(snakemake.config, **dict(wildcards=dict(snakemake.wildcards))) + n.generators.to_csv("pre_lopf_gens.csv") + n.links.to_csv("pre_lopf_links.csv") + n.export_to_netcdf(snakemake.output[0]) diff --git a/scripts/retrieve_databundle.py b/scripts/retrieve_databundle.py new file mode 100644 index 00000000..b3a6cb4e --- /dev/null +++ b/scripts/retrieve_databundle.py @@ -0,0 +1,75 @@ +# -*- coding: utf-8 -*- +# Copyright 2019-2022 Fabian Hofmann (TUB, FIAS) +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.3517935.svg + :target: https://doi.org/10.5281/zenodo.3517935 + +The data bundle (1.4 GB) contains common GIS datasets like NUTS3 shapes, EEZ shapes, CORINE Landcover, Natura 2000 and also electricity specific summary statistics like historic per country yearly totals of hydro generation, GDP and POP on NUTS3 levels and per-country load time-series. + +This rule downloads the data bundle from `zenodo `_ and extracts it in the ``data`` sub-directory, such that all files of the bundle are stored in the ``data/bundle`` subdirectory. + +The :ref:`tutorial` uses a smaller `data bundle `_ than required for the full model (188 MB) + +.. image:: https://zenodo.org/badge/DOI/10.5281/zenodo.3517921.svg + :target: https://doi.org/10.5281/zenodo.3517921 + +**Relevant Settings** + +.. code:: yaml + + tutorial: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`toplevel_cf` + +**Outputs** + +- ``data/bundle``: input data collected from various sources + +""" + +import logging +import tarfile +from pathlib import Path + +from _helpers import configure_logging, progress_retrieve + +logger = logging.getLogger(__name__) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("retrieve_databundle") + rootpath = ".." + else: + rootpath = "." + configure_logging( + snakemake + ) # TODO Make logging compatible with progressbar (see PR #102) + + if snakemake.config["tutorial"]: + url = "https://zenodo.org/record/3517921/files/pypsa-eur-tutorial-data-bundle.tar.xz" + else: + url = "https://zenodo.org/record/3517935/files/pypsa-eur-data-bundle.tar.xz" + + # Save locations + tarball_fn = Path(f"{rootpath}/bundle.tar.xz") + to_fn = Path(f"{rootpath}/data") + + logger.info(f"Downloading databundle from '{url}'.") + disable_progress = snakemake.config["run"].get("disable_progressbar", False) + progress_retrieve(url, tarball_fn, disable=disable_progress) + + logger.info("Extracting databundle.") + tarfile.open(tarball_fn).extractall(to_fn) + + tarball_fn.unlink() + + logger.info(f"Databundle available in '{to_fn}'.") diff --git a/scripts/retrieve_gas_infrastructure_data.py b/scripts/retrieve_gas_infrastructure_data.py index bdb9509f..dda7bd8c 100644 --- a/scripts/retrieve_gas_infrastructure_data.py +++ b/scripts/retrieve_gas_infrastructure_data.py @@ -1,4 +1,7 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2021-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT """ Retrieve gas infrastructure data from https://zenodo.org/record/4767098/files/IGGIELGN.zip. @@ -8,14 +11,14 @@ import zipfile from pathlib import Path -from helper import progress_retrieve +from _helpers import progress_retrieve logger = logging.getLogger(__name__) if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake("retrieve_gas_network_data") rootpath = ".." @@ -29,9 +32,10 @@ to_fn = Path(f"{rootpath}/data/gas_network/scigrid-gas") logger.info(f"Downloading databundle from '{url}'.") - progress_retrieve(url, zip_fn) + disable_progress = snakemake.config["run"].get("disable_progressbar", False) + progress_retrieve(url, zip_fn, disable=disable_progress) - logger.info(f"Extracting databundle.") + logger.info("Extracting databundle.") zipfile.ZipFile(zip_fn).extractall(to_fn) zip_fn.unlink() diff --git a/scripts/retrieve_sector_databundle.py b/scripts/retrieve_sector_databundle.py index ef3e79e9..97426ab2 100644 --- a/scripts/retrieve_sector_databundle.py +++ b/scripts/retrieve_sector_databundle.py @@ -1,6 +1,9 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2021-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT """ -Retrieve and extract sector data bundle. +Retrieve and extract data bundle for sector-coupled studies. """ import logging @@ -26,9 +29,10 @@ to_fn = Path("data") logger.info(f"Downloading databundle from '{url}'.") - progress_retrieve(url, tarball_fn) + disable_progress = snakemake.config["run"].get("disable_progressbar", False) + progress_retrieve(url, tarball_fn, disable=disable_progress) - logger.info(f"Extracting databundle.") + logger.info("Extracting databundle.") tarfile.open(tarball_fn).extractall(to_fn) tarball_fn.unlink() diff --git a/scripts/simplify_network.py b/scripts/simplify_network.py new file mode 100644 index 00000000..5e50c4ab --- /dev/null +++ b/scripts/simplify_network.py @@ -0,0 +1,609 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +# coding: utf-8 +""" +Lifts electrical transmission network to a single 380 kV voltage layer, removes +dead-ends of the network, and reduces multi-hop HVDC connections to a single +link. + +Relevant Settings +----------------- + +.. code:: yaml + + clustering: + simplify_network: + cluster_network: + aggregation_strategies: + + costs: + year: + version: + fill_values: + marginal_cost: + capital_cost: + + electricity: + max_hours: + + lines: + length_factor: + + links: + p_max_pu: + + solving: + solver: + name: + +.. seealso:: + Documentation of the configuration file ``config.yaml`` at + :ref:`costs_cf`, :ref:`electricity_cf`, :ref:`renewable_cf`, + :ref:`lines_cf`, :ref:`links_cf`, :ref:`solving_cf` + +Inputs +------ + +- ``resources/costs.csv``: The database of cost assumptions for all included technologies for specific years from various sources; e.g. discount rate, lifetime, investment (CAPEX), fixed operation and maintenance (FOM), variable operation and maintenance (VOM), fuel costs, efficiency, carbon-dioxide intensity. +- ``resources/regions_onshore.geojson``: confer :ref:`busregions` +- ``resources/regions_offshore.geojson``: confer :ref:`busregions` +- ``networks/elec.nc``: confer :ref:`electricity` + +Outputs +------- + +- ``resources/regions_onshore_elec_s{simpl}.geojson``: + + .. image:: img/regions_onshore_elec_s.png + :scale: 33 % + +- ``resources/regions_offshore_elec_s{simpl}.geojson``: + + .. image:: img/regions_offshore_elec_s .png + :scale: 33 % + +- ``resources/busmap_elec_s{simpl}.csv``: Mapping of buses from ``networks/elec.nc`` to ``networks/elec_s{simpl}.nc``; +- ``networks/elec_s{simpl}.nc``: + + .. image:: img/elec_s.png + :scale: 33 % + +Description +----------- + +The rule :mod:`simplify_network` does up to four things: + +1. Create an equivalent transmission network in which all voltage levels are mapped to the 380 kV level by the function ``simplify_network(...)``. + +2. DC only sub-networks that are connected at only two buses to the AC network are reduced to a single representative link in the function ``simplify_links(...)``. The components attached to buses in between are moved to the nearest endpoint. The grid connection cost of offshore wind generators are added to the capital costs of the generator. + +3. Stub lines and links, i.e. dead-ends of the network, are sequentially removed from the network in the function ``remove_stubs(...)``. Components are moved along. + +4. Optionally, if an integer were provided for the wildcard ``{simpl}`` (e.g. ``networks/elec_s500.nc``), the network is clustered to this number of clusters with the routines from the ``cluster_network`` rule with the function ``cluster_network.cluster(...)``. This step is usually skipped! +""" + +import logging +from functools import reduce + +import numpy as np +import pandas as pd +import pypsa +import scipy as sp +from _helpers import configure_logging, get_aggregation_strategies, update_p_nom_max +from add_electricity import load_costs +from cluster_network import cluster_regions, clustering_for_n_clusters +from pypsa.io import import_components_from_dataframe, import_series_from_dataframe +from pypsa.networkclustering import ( + aggregategenerators, + aggregateoneport, + busmap_by_stubs, + get_clustering_from_busmap, +) +from scipy.sparse.csgraph import connected_components, dijkstra + +logger = logging.getLogger(__name__) + + +def simplify_network_to_380(n): + """ + Fix all lines to a voltage level of 380 kV and remove all transformers. + + The function preserves the transmission capacity for each line while + updating + its voltage level, line type and number of parallel bundles + (num_parallel). + + Transformers are removed and connected components are moved from + their + starting bus to their ending bus. The corresponding starting buses + are + removed as well. + """ + logger.info("Mapping all network lines onto a single 380kV layer") + + n.buses["v_nom"] = 380.0 + + (linetype_380,) = n.lines.loc[n.lines.v_nom == 380.0, "type"].unique() + n.lines["type"] = linetype_380 + n.lines["v_nom"] = 380 + n.lines["i_nom"] = n.line_types.i_nom[linetype_380] + n.lines["num_parallel"] = n.lines.eval("s_nom / (sqrt(3) * v_nom * i_nom)") + + trafo_map = pd.Series(n.transformers.bus1.values, n.transformers.bus0.values) + trafo_map = trafo_map[~trafo_map.index.duplicated(keep="first")] + several_trafo_b = trafo_map.isin(trafo_map.index) + trafo_map[several_trafo_b] = trafo_map[several_trafo_b].map(trafo_map) + missing_buses_i = n.buses.index.difference(trafo_map.index) + missing = pd.Series(missing_buses_i, missing_buses_i) + trafo_map = pd.concat([trafo_map, missing]) + + for c in n.one_port_components | n.branch_components: + df = n.df(c) + for col in df.columns: + if col.startswith("bus"): + df[col] = df[col].map(trafo_map) + + n.mremove("Transformer", n.transformers.index) + n.mremove("Bus", n.buses.index.difference(trafo_map)) + + return n, trafo_map + + +def _prepare_connection_costs_per_link(n, costs, config): + if n.links.empty: + return {} + + connection_costs_per_link = {} + + for tech in config["renewable"]: + if tech.startswith("offwind"): + connection_costs_per_link[tech] = ( + n.links.length + * config["lines"]["length_factor"] + * ( + n.links.underwater_fraction + * costs.at[tech + "-connection-submarine", "capital_cost"] + + (1.0 - n.links.underwater_fraction) + * costs.at[tech + "-connection-underground", "capital_cost"] + ) + ) + + return connection_costs_per_link + + +def _compute_connection_costs_to_bus( + n, busmap, costs, config, connection_costs_per_link=None, buses=None +): + if connection_costs_per_link is None: + connection_costs_per_link = _prepare_connection_costs_per_link(n, costs, config) + + if buses is None: + buses = busmap.index[busmap.index != busmap.values] + + connection_costs_to_bus = pd.DataFrame(index=buses) + + for tech in connection_costs_per_link: + adj = n.adjacency_matrix( + weights=pd.concat( + dict( + Link=connection_costs_per_link[tech].reindex(n.links.index), + Line=pd.Series(0.0, n.lines.index), + ) + ) + ) + + costs_between_buses = dijkstra( + adj, directed=False, indices=n.buses.index.get_indexer(buses) + ) + connection_costs_to_bus[tech] = costs_between_buses[ + np.arange(len(buses)), n.buses.index.get_indexer(busmap.loc[buses]) + ] + + return connection_costs_to_bus + + +def _adjust_capital_costs_using_connection_costs(n, connection_costs_to_bus, output): + connection_costs = {} + for tech in connection_costs_to_bus: + tech_b = n.generators.carrier == tech + costs = ( + n.generators.loc[tech_b, "bus"] + .map(connection_costs_to_bus[tech]) + .loc[lambda s: s > 0] + ) + if not costs.empty: + n.generators.loc[costs.index, "capital_cost"] += costs + logger.info( + "Displacing {} generator(s) and adding connection costs to capital_costs: {} ".format( + tech, + ", ".join( + "{:.0f} Eur/MW/a for `{}`".format(d, b) + for b, d in costs.items() + ), + ) + ) + connection_costs[tech] = costs + pd.DataFrame(connection_costs).to_csv(output.connection_costs) + + +def _aggregate_and_move_components( + n, + busmap, + connection_costs_to_bus, + output, + aggregate_one_ports={"Load", "StorageUnit"}, + aggregation_strategies=dict(), + exclude_carriers=None, +): + def replace_components(n, c, df, pnl): + n.mremove(c, n.df(c).index) + + import_components_from_dataframe(n, df, c) + for attr, df in pnl.items(): + if not df.empty: + import_series_from_dataframe(n, df, c, attr) + + _adjust_capital_costs_using_connection_costs(n, connection_costs_to_bus, output) + + _, generator_strategies = get_aggregation_strategies(aggregation_strategies) + + carriers = set(n.generators.carrier) - set(exclude_carriers) + generators, generators_pnl = aggregategenerators( + n, busmap, carriers=carriers, custom_strategies=generator_strategies + ) + + replace_components(n, "Generator", generators, generators_pnl) + + for one_port in aggregate_one_ports: + df, pnl = aggregateoneport(n, busmap, component=one_port) + replace_components(n, one_port, df, pnl) + + buses_to_del = n.buses.index.difference(busmap) + n.mremove("Bus", buses_to_del) + for c in n.branch_components: + df = n.df(c) + n.mremove(c, df.index[df.bus0.isin(buses_to_del) | df.bus1.isin(buses_to_del)]) + + +def simplify_links(n, costs, config, output, aggregation_strategies=dict()): + ## Complex multi-node links are folded into end-points + logger.info("Simplifying connected link components") + + if n.links.empty: + return n, n.buses.index.to_series() + + # Determine connected link components, ignore all links but DC + adjacency_matrix = n.adjacency_matrix( + branch_components=["Link"], + weights=dict(Link=(n.links.carrier == "DC").astype(float)), + ) + + _, labels = connected_components(adjacency_matrix, directed=False) + labels = pd.Series(labels, n.buses.index) + + G = n.graph() + + def split_links(nodes): + nodes = frozenset(nodes) + + seen = set() + supernodes = {m for m in nodes if len(G.adj[m]) > 2 or (set(G.adj[m]) - nodes)} + + for u in supernodes: + for m, ls in G.adj[u].items(): + if m not in nodes or m in seen: + continue + + buses = [u, m] + links = [list(ls)] # [name for name in ls]] + + while m not in (supernodes | seen): + seen.add(m) + for m2, ls in G.adj[m].items(): + if m2 in seen or m2 == u: + continue + buses.append(m2) + links.append(list(ls)) # [name for name in ls]) + break + else: + # stub + break + m = m2 + if m != u: + yield pd.Index((u, m)), buses, links + seen.add(u) + + busmap = n.buses.index.to_series() + + connection_costs_per_link = _prepare_connection_costs_per_link(n, costs, config) + connection_costs_to_bus = pd.DataFrame( + 0.0, index=n.buses.index, columns=list(connection_costs_per_link) + ) + + for lbl in labels.value_counts().loc[lambda s: s > 2].index: + for b, buses, links in split_links(labels.index[labels == lbl]): + if len(buses) <= 2: + continue + + logger.debug("nodes = {}".format(labels.index[labels == lbl])) + logger.debug("b = {}\nbuses = {}\nlinks = {}".format(b, buses, links)) + + m = sp.spatial.distance_matrix( + n.buses.loc[b, ["x", "y"]], n.buses.loc[buses[1:-1], ["x", "y"]] + ) + busmap.loc[buses] = b[np.r_[0, m.argmin(axis=0), 1]] + connection_costs_to_bus.loc[buses] += _compute_connection_costs_to_bus( + n, busmap, costs, config, connection_costs_per_link, buses + ) + + all_links = [i for _, i in sum(links, [])] + + p_max_pu = config["links"].get("p_max_pu", 1.0) + lengths = n.links.loc[all_links, "length"] + name = lengths.idxmax() + "+{}".format(len(links) - 1) + params = dict( + carrier="DC", + bus0=b[0], + bus1=b[1], + length=sum( + n.links.loc[[i for _, i in l], "length"].mean() for l in links + ), + p_nom=min(n.links.loc[[i for _, i in l], "p_nom"].sum() for l in links), + underwater_fraction=sum( + lengths + / lengths.sum() + * n.links.loc[all_links, "underwater_fraction"] + ), + p_max_pu=p_max_pu, + p_min_pu=-p_max_pu, + underground=False, + under_construction=False, + ) + + logger.info( + "Joining the links {} connecting the buses {} to simple link {}".format( + ", ".join(all_links), ", ".join(buses), name + ) + ) + + n.mremove("Link", all_links) + + static_attrs = n.components["Link"]["attrs"].loc[lambda df: df.static] + for attr, default in static_attrs.default.items(): + params.setdefault(attr, default) + n.links.loc[name] = pd.Series(params) + + # n.add("Link", **params) + + logger.debug("Collecting all components using the busmap") + + exclude_carriers = config["clustering"]["simplify_network"].get( + "exclude_carriers", [] + ) + + _aggregate_and_move_components( + n, + busmap, + connection_costs_to_bus, + output, + aggregation_strategies=aggregation_strategies, + exclude_carriers=exclude_carriers, + ) + return n, busmap + + +def remove_stubs(n, costs, config, output, aggregation_strategies=dict()): + logger.info("Removing stubs") + + across_borders = config["clustering"]["simplify_network"].get( + "remove_stubs_across_borders", True + ) + matching_attrs = [] if across_borders else ["country"] + busmap = busmap_by_stubs(n, matching_attrs) + + connection_costs_to_bus = _compute_connection_costs_to_bus(n, busmap, costs, config) + + exclude_carriers = config["clustering"]["simplify_network"].get( + "exclude_carriers", [] + ) + + _aggregate_and_move_components( + n, + busmap, + connection_costs_to_bus, + output, + aggregation_strategies=aggregation_strategies, + exclude_carriers=exclude_carriers, + ) + + return n, busmap + + +def aggregate_to_substations(n, aggregation_strategies=dict(), buses_i=None): + # can be used to aggregate a selection of buses to electrically closest neighbors + # if no buses are given, nodes that are no substations or without offshore connection are aggregated + + if buses_i is None: + logger.info( + "Aggregating buses that are no substations or have no valid offshore connection" + ) + buses_i = list(set(n.buses.index) - set(n.generators.bus) - set(n.loads.bus)) + + weight = pd.concat( + { + "Line": n.lines.length / n.lines.s_nom.clip(1e-3), + "Link": n.links.length / n.links.p_nom.clip(1e-3), + } + ) + + adj = n.adjacency_matrix(branch_components=["Line", "Link"], weights=weight) + + bus_indexer = n.buses.index.get_indexer(buses_i) + dist = pd.DataFrame( + dijkstra(adj, directed=False, indices=bus_indexer), buses_i, n.buses.index + ) + + dist[ + buses_i + ] = np.inf # bus in buses_i should not be assigned to different bus in buses_i + + for c in n.buses.country.unique(): + incountry_b = n.buses.country == c + dist.loc[incountry_b, ~incountry_b] = np.inf + + busmap = n.buses.index.to_series() + busmap.loc[buses_i] = dist.idxmin(1) + + bus_strategies, generator_strategies = get_aggregation_strategies( + aggregation_strategies + ) + + clustering = get_clustering_from_busmap( + n, + busmap, + bus_strategies=bus_strategies, + aggregate_generators_weighted=True, + aggregate_generators_carriers=None, + aggregate_one_ports=["Load", "StorageUnit"], + line_length_factor=1.0, + generator_strategies=generator_strategies, + scale_link_capital_costs=False, + ) + return clustering.network, busmap + + +def cluster( + n, n_clusters, config, algorithm="hac", feature=None, aggregation_strategies=dict() +): + logger.info(f"Clustering to {n_clusters} buses") + + focus_weights = config.get("focus_weights", None) + + renewable_carriers = pd.Index( + [ + tech + for tech in n.generators.carrier.unique() + if tech.split("-", 2)[0] in config["renewable"] + ] + ) + + clustering = clustering_for_n_clusters( + n, + n_clusters, + custom_busmap=False, + aggregation_strategies=aggregation_strategies, + solver_name=config["solving"]["solver"]["name"], + algorithm=algorithm, + feature=feature, + focus_weights=focus_weights, + ) + + return clustering.network, clustering.busmap + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake("simplify_network", simpl="") + configure_logging(snakemake) + + n = pypsa.Network(snakemake.input.network) + + aggregation_strategies = snakemake.config["clustering"].get( + "aggregation_strategies", {} + ) + # translate str entries of aggregation_strategies to pd.Series functions: + aggregation_strategies = { + p: {k: getattr(pd.Series, v) for k, v in aggregation_strategies[p].items()} + for p in aggregation_strategies.keys() + } + + n, trafo_map = simplify_network_to_380(n) + + Nyears = n.snapshot_weightings.objective.sum() / 8760 + + technology_costs = load_costs( + snakemake.input.tech_costs, + snakemake.config["costs"], + snakemake.config["electricity"], + Nyears, + ) + + n, simplify_links_map = simplify_links( + n, technology_costs, snakemake.config, snakemake.output, aggregation_strategies + ) + + busmaps = [trafo_map, simplify_links_map] + + cluster_config = snakemake.config["clustering"]["simplify_network"] + if cluster_config.get("remove_stubs", True): + n, stub_map = remove_stubs( + n, + technology_costs, + snakemake.config, + snakemake.output, + aggregation_strategies=aggregation_strategies, + ) + busmaps.append(stub_map) + + if cluster_config.get("to_substations", False): + n, substation_map = aggregate_to_substations(n, aggregation_strategies) + busmaps.append(substation_map) + + # treatment of outliers (nodes without a profile for considered carrier): + # all nodes that have no profile of the given carrier are being aggregated to closest neighbor + if ( + snakemake.config.get("clustering", {}) + .get("cluster_network", {}) + .get("algorithm", "hac") + == "hac" + or cluster_config.get("algorithm", "hac") == "hac" + ): + carriers = ( + cluster_config.get("feature", "solar+onwind-time").split("-")[0].split("+") + ) + for carrier in carriers: + buses_i = list( + set(n.buses.index) - set(n.generators.query("carrier == @carrier").bus) + ) + logger.info( + f"clustering preparaton (hac): aggregating {len(buses_i)} buses of type {carrier}." + ) + n, busmap_hac = aggregate_to_substations(n, aggregation_strategies, buses_i) + busmaps.append(busmap_hac) + + if snakemake.wildcards.simpl: + n, cluster_map = cluster( + n, + int(snakemake.wildcards.simpl), + snakemake.config, + cluster_config.get("algorithm", "hac"), + cluster_config.get("feature", None), + aggregation_strategies, + ) + busmaps.append(cluster_map) + + # some entries in n.buses are not updated in previous functions, therefore can be wrong. as they are not needed + # and are lost when clustering (for example with the simpl wildcard), we remove them for consistency: + buses_c = { + "symbol", + "tags", + "under_construction", + "substation_lv", + "substation_off", + }.intersection(n.buses.columns) + n.buses = n.buses.drop(buses_c, axis=1) + + update_p_nom_max(n) + + n.meta = dict(snakemake.config, **dict(wildcards=dict(snakemake.wildcards))) + n.export_to_netcdf(snakemake.output.network) + + busmap_s = reduce(lambda x, y: x.map(y), busmaps[1:], busmaps[0]) + busmap_s.to_csv(snakemake.output.busmap) + + cluster_regions(busmaps, snakemake.input, snakemake.output) diff --git a/scripts/solve_network.py b/scripts/solve_network.py index 41725012..1e12f62f 100644 --- a/scripts/solve_network.py +++ b/scripts/solve_network.py @@ -1,27 +1,58 @@ # -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + """ -Solve network. -""" +Solves optimal operation and capacity for a network with the option to +iteratively optimize while updating line reactances. + +This script is used for optimizing the electrical network as well as the +sector coupled network. + +Description +----------- + +Total annual system costs are minimised with PyPSA. The full formulation of the +linear optimal power flow (plus investment planning +is provided in the +`documentation of PyPSA `_. +The optimization is based on the :func:`network.optimize` function. +Additionally, some extra constraints specified in :mod:`solve_network` are added. + +.. note:: + + The rules ``solve_elec_networks`` and ``solve_sector_networks`` run + the workflow for all scenarios in the configuration file (``scenario:``) + based on the rule :mod:`solve_network`. +""" import logging +import re import numpy as np +import pandas as pd import pypsa -from helper import override_component_attrs, update_config_with_sector_opts +import xarray as xr +from _helpers import ( + configure_logging, + override_component_attrs, + update_config_with_sector_opts, +) from vresutils.benchmark import memory_logger logger = logging.getLogger(__name__) pypsa.pf.logger.setLevel(logging.WARNING) -def add_land_use_constraint(n): +def add_land_use_constraint(n, config): if "m" in snakemake.wildcards.clusters: - _add_land_use_constraint_m(n) + _add_land_use_constraint_m(n, config) else: - _add_land_use_constraint(n) + _add_land_use_constraint(n, config) -def _add_land_use_constraint(n): +def _add_land_use_constraint(n, config): # warning: this will miss existing offwind which is not classed AC-DC and has carrier 'offwind' for carrier in ["solar", "onwind", "offwind-ac", "offwind-dc"]: @@ -50,11 +81,11 @@ def _add_land_use_constraint(n): n.generators.p_nom_max.clip(lower=0, inplace=True) -def _add_land_use_constraint_m(n): +def _add_land_use_constraint_m(n, config): # if generators clustering is lower than network clustering, land_use accounting is at generators clusters - planning_horizons = snakemake.config["scenario"]["planning_horizons"] - grouping_years = snakemake.config["existing_capacities"]["grouping_years"] + planning_horizons = config["scenario"]["planning_horizons"] + grouping_years = config["existing_capacities"]["grouping_years"] current_horizon = snakemake.wildcards.planning_horizons for carrier in ["solar", "onwind", "offwind-ac", "offwind-dc"]: @@ -96,7 +127,7 @@ def add_co2_sequestration_limit(n, limit=200): limit = limit * 1e6 for o in opts: - if not "seq" in o: + if "seq" not in o: continue limit = float(o[o.find("seq") + 3 :]) * 1e6 break @@ -115,7 +146,7 @@ def prepare_network(n, solve_opts=None, config=None): if "clip_p_max_pu" in solve_opts: for df in ( n.generators_t.p_max_pu, - n.generators_t.p_min_pu, + n.generators_t.p_min_pu, # TODO: check if this can be removed n.storage_units_t.inflow, ): df.where(df > solve_opts["clip_p_max_pu"], other=0.0, inplace=True) @@ -123,15 +154,21 @@ def prepare_network(n, solve_opts=None, config=None): if solve_opts.get("load_shedding"): # intersect between macroeconomic and surveybased willingness to pay # http://journal.frontiersin.org/article/10.3389/fenrg.2015.00055/full - n.add("Carrier", "Load") + # TODO: retrieve color and nice name from config + n.add("Carrier", "load", color="#dd2e23", nice_name="Load shedding") + buses_i = n.buses.query("carrier == 'AC'").index + if not np.isscalar(load_shedding): + # TODO: do not scale via sign attribute (use Eur/MWh instead of Eur/kWh) + load_shedding = 1e2 # Eur/kWh + n.madd( "Generator", - n.buses.index, + buses_i, " load", bus=n.buses.index, carrier="load", sign=1e-3, # Adjust sign to measure p and p_nom in kW instead of MW - marginal_cost=1e2, # Eur/kWh + marginal_cost=load_shedding, # Eur/kWh p_nom=1e9, # kW ) @@ -140,13 +177,11 @@ def prepare_network(n, solve_opts=None, config=None): # if 'capital_cost' in t.df: # t.df['capital_cost'] += 1e1 + 2.*(np.random.random(len(t.df)) - 0.5) if "marginal_cost" in t.df: - np.random.seed(174) t.df["marginal_cost"] += 1e-2 + 2e-3 * ( np.random.random(len(t.df)) - 0.5 ) for t in n.iterate_components(["Line", "Link"]): - np.random.seed(123) t.df["capital_cost"] += ( 1e-1 + 2e-2 * (np.random.random(len(t.df)) - 0.5) ) * t.df["length"] @@ -156,8 +191,8 @@ def prepare_network(n, solve_opts=None, config=None): n.set_snapshots(n.snapshots[:nhours]) n.snapshot_weightings[:] = 8760.0 / nhours - if snakemake.config["foresight"] == "myopic": - add_land_use_constraint(n) + if config["foresight"] == "myopic": + add_land_use_constraint(n, config) if n.stores.carrier.eq("co2 stored").any(): limit = config["sector"].get("co2_sequestration_potential", 200) @@ -166,11 +201,267 @@ def prepare_network(n, solve_opts=None, config=None): return n +def add_CCL_constraints(n, config): + """ + Add CCL (country & carrier limit) constraint to the network. + + Add minimum and maximum levels of generator nominal capacity per carrier + for individual countries. Opts and path for agg_p_nom_minmax.csv must be defined + in config.yaml. Default file is available at data/agg_p_nom_minmax.csv. + + Parameters + ---------- + n : pypsa.Network + config : dict + + Example + ------- + scenario: + opts: [Co2L-CCL-24H] + electricity: + agg_p_nom_limits: data/agg_p_nom_minmax.csv + """ + agg_p_nom_minmax = pd.read_csv( + config["electricity"]["agg_p_nom_limits"], index_col=[0, 1] + ) + logger.info("Adding generation capacity constraints per carrier and country") + p_nom = n.model["Generator-p_nom"] + + gens = n.generators.query("p_nom_extendable").rename_axis(index="Generator-ext") + grouper = [gens.bus.map(n.buses.country), gens.carrier] + grouper = xr.DataArray(pd.MultiIndex.from_arrays(grouper), dims=["Generator-ext"]) + lhs = p_nom.groupby(grouper).sum().rename(bus="country") + + minimum = xr.DataArray(agg_p_nom_minmax["min"].dropna()).rename(dim_0="group") + index = minimum.indexes["group"].intersection(lhs.indexes["group"]) + if not index.empty: + n.model.add_constraints( + lhs.sel(group=index) >= minimum.loc[index], name="agg_p_nom_min" + ) + + maximum = xr.DataArray(agg_p_nom_minmax["max"].dropna()).rename(dim_0="group") + index = maximum.indexes["group"].intersection(lhs.indexes["group"]) + if not index.empty: + n.model.add_constraints( + lhs.sel(group=index) <= maximum.loc[index], name="agg_p_nom_max" + ) + + +def add_EQ_constraints(n, o, scaling=1e-1): + """ + Add equity constraints to the network. + + Currently this is only implemented for the electricity sector only. + + Opts must be specified in the config.yaml. + + Parameters + ---------- + n : pypsa.Network + o : str + + Example + ------- + scenario: + opts: [Co2L-EQ0.7-24H] + + Require each country or node to on average produce a minimal share + of its total electricity consumption itself. Example: EQ0.7c demands each country + to produce on average at least 70% of its consumption; EQ0.7 demands + each node to produce on average at least 70% of its consumption. + """ + # TODO: Generalize to cover myopic and other sectors? + float_regex = "[0-9]*\.?[0-9]+" + level = float(re.findall(float_regex, o)[0]) + if o[-1] == "c": + ggrouper = n.generators.bus.map(n.buses.country).to_xarray() + lgrouper = n.loads.bus.map(n.buses.country).to_xarray() + sgrouper = n.storage_units.bus.map(n.buses.country).to_xarray() + else: + ggrouper = n.generators.bus.to_xarray() + lgrouper = n.loads.bus.to_xarray() + sgrouper = n.storage_units.bus.to_xarray() + load = ( + n.snapshot_weightings.generators + @ n.loads_t.p_set.groupby(lgrouper, axis=1).sum() + ) + inflow = ( + n.snapshot_weightings.stores + @ n.storage_units_t.inflow.groupby(sgrouper, axis=1).sum() + ) + inflow = inflow.reindex(load.index).fillna(0.0) + rhs = scaling * (level * load - inflow) + p = n.model["Generator-p"] + lhs_gen = ( + (p * (n.snapshot_weightings.generators * scaling)) + .groupby(ggrouper) + .sum() + .sum("snapshot") + ) + # TODO: double check that this is really needed, why do have to subtract the spillage + if not n.storage_units_t.inflow.empty: + spillage = n.model["StorageUnit-spill"] + lhs_spill = ( + (spillage * (-n.snapshot_weightings.stores * scaling)) + .groupby(sgrouper) + .sum() + .sum("snapshot") + ) + lhs = lhs_gen + lhs_spill + else: + lhs = lhs_gen + n.model.add_constraints(lhs >= rhs, name="equity_min") + + +def add_BAU_constraints(n, config): + """ + Add a per-carrier minimal overall capacity. + + BAU_mincapacities and opts must be adjusted in the config.yaml. + + Parameters + ---------- + n : pypsa.Network + config : dict + + Example + ------- + scenario: + opts: [Co2L-BAU-24H] + electricity: + BAU_mincapacities: + solar: 0 + onwind: 0 + OCGT: 100000 + offwind-ac: 0 + offwind-dc: 0 + Which sets minimum expansion across all nodes e.g. in Europe to 100GW. + OCGT bus 1 + OCGT bus 2 + ... > 100000 + """ + mincaps = pd.Series(config["electricity"]["BAU_mincapacities"]) + p_nom = n.model["Generator-p_nom"] + ext_i = n.generators.query("p_nom_extendable") + ext_carrier_i = xr.DataArray(ext_i.carrier.rename_axis("Generator-ext")) + lhs = p_nom.groupby(ext_carrier_i).sum() + index = mincaps.index.intersection(lhs.indexes["carrier"]) + rhs = mincaps[index].rename_axis("carrier") + n.model.add_constraints(lhs >= rhs, name="bau_mincaps") + + +# TODO: think about removing or make per country +def add_SAFE_constraints(n, config): + """ + Add a capacity reserve margin of a certain fraction above the peak demand. + Renewable generators and storage do not contribute. Ignores network. + + Parameters + ---------- + n : pypsa.Network + config : dict + + Example + ------- + config.yaml requires to specify opts: + + scenario: + opts: [Co2L-SAFE-24H] + electricity: + SAFE_reservemargin: 0.1 + Which sets a reserve margin of 10% above the peak demand. + """ + peakdemand = n.loads_t.p_set.sum(axis=1).max() + margin = 1.0 + config["electricity"]["SAFE_reservemargin"] + reserve_margin = peakdemand * margin + # TODO: do not take this from the plotting config! + conv_techs = config["plotting"]["conv_techs"] + ext_gens_i = n.generators.query("carrier in @conv_techs & p_nom_extendable").index + p_nom = n.model["Generator-p_nom"].loc[ext_gens_i] + lhs = p_nom.sum() + exist_conv_caps = n.generators.query( + "~p_nom_extendable & carrier in @conv_techs" + ).p_nom.sum() + rhs = reserve_margin - exist_conv_caps + n.model.add_constraints(lhs >= rhs, name="safe_mintotalcap") + + +def add_operational_reserve_margin(n, sns, config): + """ + Build reserve margin constraints based on the formulation given in + https://genxproject.github.io/GenX/dev/core/#Reserves. + + Parameters + ---------- + n : pypsa.Network + sns: pd.DatetimeIndex + config : dict + + Example: + -------- + config.yaml requires to specify operational_reserve: + operational_reserve: # like https://genxproject.github.io/GenX/dev/core/#Reserves + activate: true + epsilon_load: 0.02 # percentage of load at each snapshot + epsilon_vres: 0.02 # percentage of VRES at each snapshot + contingency: 400000 # MW + """ + reserve_config = config["electricity"]["operational_reserve"] + EPSILON_LOAD = reserve_config["epsilon_load"] + EPSILON_VRES = reserve_config["epsilon_vres"] + CONTINGENCY = reserve_config["contingency"] + + # Reserve Variables + n.model.add_variables( + 0, np.inf, coords=[sns, n.generators.index], name="Generator-r" + ) + reserve = n.model["Generator-r"] + lhs = reserve.sum("Generator") + + # Share of extendable renewable capacities + ext_i = n.generators.query("p_nom_extendable").index + vres_i = n.generators_t.p_max_pu.columns + if not ext_i.empty and not vres_i.empty: + capacity_factor = n.generators_t.p_max_pu[vres_i.intersection(ext_i)] + p_nom_vres = ( + n.model["Generator-p_nom"] + .loc[vres_i.intersection(ext_i)] + .rename({"Generator-ext": "Generator"}) + ) + lhs = lhs + (p_nom_vres * (-EPSILON_VRES * capacity_factor)).sum() + + # Total demand per t + demand = n.loads_t.p_set.sum(axis=1) + + # VRES potential of non extendable generators + capacity_factor = n.generators_t.p_max_pu[vres_i.difference(ext_i)] + renewable_capacity = n.generators.p_nom[vres_i.difference(ext_i)] + potential = (capacity_factor * renewable_capacity).sum(axis=1) + + # Right-hand-side + rhs = EPSILON_LOAD * demand + EPSILON_VRES * potential + CONTINGENCY + + n.model.add_constraints(lhs >= rhs, name="reserve_margin") + + reserve = n.model["Generator-r"] + + lhs = n.model.constraints["Generator-fix-p-upper"].lhs + lhs = lhs + reserve.loc[:, lhs.coords["Generator-fix"]].drop("Generator") + rhs = n.model.constraints["Generator-fix-p-upper"].rhs + n.model.add_constraints(lhs <= rhs, name="Generator-fix-p-upper-reserve") + + lhs = n.model.constraints["Generator-ext-p-upper"].lhs + lhs = lhs + reserve.loc[:, lhs.coords["Generator-ext"]].drop("Generator") + rhs = n.model.constraints["Generator-ext-p-upper"].rhs + n.model.add_constraints(lhs >= rhs, name="Generator-ext-p-upper-reserve") + + def add_battery_constraints(n): """ - Add constraint ensuring that charger = discharger: - 1 * charger_size - efficiency * discharger_size = 0 + Add constraint ensuring that charger = discharger, i.e. + 1 * charger_size - efficiency * discharger_size = 0 """ + if not n.links.p_nom_extendable.any(): + return + discharger_bool = n.links.index.str.contains("battery discharger") charger_bool = n.links.index.str.contains("battery charger") @@ -240,6 +531,42 @@ def add_chp_constraints(n): n.model.add_constraints(lhs <= rhs, name="chplink-backpressure") +def add_geothermal_chp_constraints(n): + """ + Fixes capacity expansion of geothermal for urban central heating by + capacity of geothermal for electricity generation. + + Also upper bounds heat generation by factor times + electricity generation + + Will be refined to capture that waste heat use from + geothermal elec generation is only feasible close to urban areas. + """ + + geoth_chp_elec_bool = n.links.index.str.contains("geothermal production well") + geoth_chp_heat_bool = n.links.index.str.contains("geothermal district heat") + + geoth_chp_elec = n.links[geoth_chp_elec_bool].query("p_nom_extendable").index + geoth_chp_heat = n.links[geoth_chp_heat_bool].query("p_nom_extendable").index + + p_nom_lhs = ( + n.model["Link-p_nom"].loc[geoth_chp_heat] + - n.model["Link-p_nom"].loc[geoth_chp_elec] + ) + n.model.add_constraints( + p_nom_lhs <= 0, + name="geothermal-fixed_capacity_ratio_electricity_residential_heat", + ) + + p_lhs = ( + n.model["Link-p"].loc[:, geoth_chp_heat] + - n.model["Link-p"].loc[:, geoth_chp_elec] + ) + n.model.add_constraints( + p_lhs <= 0, name="geothermal-upper_bound_district_heat_vs_electricity" + ) + + def add_pipe_retrofit_constraint(n): """ Add constraint for retrofitting existing CH4 pipelines to H2 pipelines. @@ -262,9 +589,37 @@ def add_pipe_retrofit_constraint(n): def extra_functionality(n, snapshots): + """ + Collects supplementary constraints which will be passed to + ``pypsa.optimization.optimize``. + + If you want to enforce additional custom constraints, this is a good + location to add them. The arguments ``opts`` and + ``snakemake.config`` are expected to be attached to the network. + """ + opts = n.opts + config = n.config + if "BAU" in opts and n.generators.p_nom_extendable.any(): + add_BAU_constraints(n, config) + if "SAFE" in opts and n.generators.p_nom_extendable.any(): + add_SAFE_constraints(n, config) + if "CCL" in opts and n.generators.p_nom_extendable.any(): + add_CCL_constraints(n, config) + reserve = config["electricity"].get("operational_reserve", {}) + if reserve.get("activate"): + add_operational_reserve_margin(n, snapshots, config) + for o in opts: + if "EQ" in o: + add_EQ_constraints(n, o) add_battery_constraints(n) add_pipe_retrofit_constraint(n) + # I apologize for these lines + if (config["sector"]["egs_elec"] and config["sector"]["egs_dh"]) & \ + (int(isinstance(config["sector"]["egs_fixed_capital_cost"], int)) + \ + int(isinstance(config["sector"]["egs_dh_fixed_capital_cost"], int)) != 1.): + add_geothermal_chp_constraints(n) + def solve_network(n, config, opts="", **kwargs): set_of_options = config["solving"]["solver"]["options"] @@ -308,43 +663,49 @@ def solve_network(n, config, opts="", **kwargs): logger.warning( f"Solving status '{status}' with termination condition '{condition}'" ) + if "infeasible" in condition: + raise RuntimeError("Solving status 'infeasible'") return n -# %% if __name__ == "__main__": if "snakemake" not in globals(): - from helper import mock_snakemake + from _helpers import mock_snakemake snakemake = mock_snakemake( - "solve_network_myopic", + "solve_sector_network", + configfiles="test/config.overnight.yaml", simpl="", opts="", - clusters="45", - lv=1.0, - sector_opts="8760H-T-H-B-I-A-solar+p3-dist1", - planning_horizons="2020", + clusters="5", + ll="v1.5", + sector_opts="CO2L0-24H-T-H-B-I-A-solar+p3-dist1", + planning_horizons="2030", + ) + configure_logging(snakemake) + if "sector_opts" in snakemake.wildcards.keys(): + update_config_with_sector_opts( + snakemake.config, snakemake.wildcards.sector_opts ) - logging.basicConfig( - filename=snakemake.log.python, level=snakemake.config["logging_level"] - ) - - update_config_with_sector_opts(snakemake.config, snakemake.wildcards.sector_opts) - - tmpdir = snakemake.config["solving"].get("tmpdir") - if tmpdir is not None: - from pathlib import Path - - Path(tmpdir).mkdir(parents=True, exist_ok=True) - opts = snakemake.wildcards.sector_opts.split("-") + opts = snakemake.wildcards.opts + if "sector_opts" in snakemake.wildcards.keys(): + opts += "-" + snakemake.wildcards.sector_opts + opts = [o for o in opts.split("-") if o != ""] solve_opts = snakemake.config["solving"]["options"] + np.random.seed(solve_opts.get("seed", 123)) + fn = getattr(snakemake.log, "memory", None) with memory_logger(filename=fn, interval=30.0) as mem: - overrides = override_component_attrs(snakemake.input.overrides) - n = pypsa.Network(snakemake.input.network, override_component_attrs=overrides) + if "overrides" in snakemake.input.keys(): + overrides = override_component_attrs(snakemake.input.overrides) + n = pypsa.Network( + snakemake.input.network, override_component_attrs=overrides + ) + else: + n = pypsa.Network(snakemake.input.network) n = prepare_network(n, solve_opts, config=snakemake.config) @@ -352,10 +713,6 @@ def solve_network(n, config, opts="", **kwargs): n, config=snakemake.config, opts=opts, log_fn=snakemake.log.solver ) - if "lv_limit" in n.global_constraints.index: - n.line_volume_limit = n.global_constraints.at["lv_limit", "constant"] - n.line_volume_limit_dual = n.global_constraints.at["lv_limit", "mu"] - n.meta = dict(snakemake.config, **dict(wildcards=dict(snakemake.wildcards))) n.export_to_netcdf(snakemake.output[0]) diff --git a/scripts/solve_operations_network.py b/scripts/solve_operations_network.py new file mode 100644 index 00000000..d16b60aa --- /dev/null +++ b/scripts/solve_operations_network.py @@ -0,0 +1,69 @@ +# -*- coding: utf-8 -*- +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: MIT + +""" +Solves linear optimal dispatch in hourly resolution using the capacities of +previous capacity expansion in rule :mod:`solve_network`. +""" + +import logging + +import numpy as np +import pypsa +from _helpers import ( + configure_logging, + override_component_attrs, + update_config_with_sector_opts, +) +from solve_network import prepare_network, solve_network +from vresutils.benchmark import memory_logger + +logger = logging.getLogger(__name__) + + +if __name__ == "__main__": + if "snakemake" not in globals(): + from _helpers import mock_snakemake + + snakemake = mock_snakemake( + "solve_operations_network", + configfiles="test/config.electricity.yaml", + simpl="", + opts="", + clusters="5", + ll="v1.5", + sector_opts="", + planning_horizons="", + ) + + configure_logging(snakemake) + update_config_with_sector_opts(snakemake.config, snakemake.wildcards.sector_opts) + + opts = (snakemake.wildcards.opts + "-" + snakemake.wildcards.sector_opts).split("-") + opts = [o for o in opts if o != ""] + solve_opts = snakemake.config["solving"]["options"] + + np.random.seed(solve_opts.get("seed", 123)) + + fn = getattr(snakemake.log, "memory", None) + with memory_logger(filename=fn, interval=30.0) as mem: + if "overrides" in snakemake.input: + overrides = override_component_attrs(snakemake.input.overrides) + n = pypsa.Network( + snakemake.input.network, override_component_attrs=overrides + ) + else: + n = pypsa.Network(snakemake.input.network) + + n.optimize.fix_optimal_capacities() + n = prepare_network(n, solve_opts, config=snakemake.config) + n = solve_network( + n, config=snakemake.config, opts=opts, log_fn=snakemake.log.solver + ) + + n.meta = dict(snakemake.config, **dict(wildcards=dict(snakemake.wildcards))) + n.export_to_netcdf(snakemake.output[0]) + + logger.info("Maximum memory usage: {}".format(mem.mem_usage)) diff --git a/test/config.electricity.yaml b/test/config.electricity.yaml new file mode 100755 index 00000000..6798e38c --- /dev/null +++ b/test/config.electricity.yaml @@ -0,0 +1,80 @@ +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +tutorial: true + + +run: + name: "test-elec" # use this to keep track of runs with different settings + disable_progressbar: true + shared_resources: true + shared_cutouts: true + +scenario: + clusters: + - 5 + opts: + - Co2L-24H + +countries: ['BE'] + +snapshots: + start: "2013-03-01" + end: "2013-03-08" + +electricity: + co2limit: 100.e+6 + + extendable_carriers: + Generator: [OCGT] + StorageUnit: [battery] + Store: [H2] + Link: [H2 pipeline] + + renewable_carriers: [solar, onwind, offwind-ac, offwind-dc] + + +atlite: + default_cutout: be-03-2013-era5 + cutouts: + be-03-2013-era5: + module: era5 + x: [4., 15.] + y: [46., 56.] + time: ["2013-03-01", "2013-03-08"] + +renewable: + onwind: + cutout: be-03-2013-era5 + offwind-ac: + cutout: be-03-2013-era5 + max_depth: false + offwind-dc: + cutout: be-03-2013-era5 + max_depth: false + solar: + cutout: be-03-2013-era5 + + +clustering: + exclude_carriers: ["OCGT", "offwind-ac", "coal"] + + +solving: + solver: + name: glpk + options: "glpk-default" + + +plotting: + map: + boundaries: + eu_node_location: + x: -5.5 + y: 46. + costs_max: 1000 + costs_threshold: 0.0000001 + energy_max: + energy_min: + energy_threshold: 0.000001 diff --git a/test/config.myopic.yaml b/test/config.myopic.yaml index 34ad488b..efa03136 100644 --- a/test/config.myopic.yaml +++ b/test/config.myopic.yaml @@ -1,27 +1,79 @@ -run: test-myopic +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +tutorial: true + +run: + name: "test-sector-myopic" + disable_progressbar: true + shared_resources: true + shared_cutouts: true + foresight: myopic scenario: - lv: - - 1.5 + ll: + - v1.5 clusters: - 5 sector_opts: - - 191H-T-H-B-I-A-solar+p3-dist1 + - 24H-T-H-B-I-A-solar+p3-dist1 planning_horizons: - 2030 - 2040 - 2050 +countries: ['BE'] + snapshots: start: "2013-03-01" - end: "2013-04-01" + end: "2013-03-08" + +electricity: + renewable_carriers: [solar, onwind, offwind-ac, offwind-dc] atlite: - cutout: ../pypsa-eur/cutouts/be-03-2013-era5.nc + default_cutout: be-03-2013-era5 + cutouts: + be-03-2013-era5: + module: era5 + x: [4., 15.] + y: [46., 56.] + time: ["2013-03-01", "2013-03-08"] + +renewable: + onwind: + cutout: be-03-2013-era5 + offwind-ac: + cutout: be-03-2013-era5 + max_depth: false + offwind-dc: + cutout: be-03-2013-era5 + max_depth: false + solar: + cutout: be-03-2013-era5 + +industry: + St_primary_fraction: + 2030: 0.6 + 2040: 0.5 + 2050: 0.4 solving: solver: - name: cbc - options: cbc-default + name: glpk + options: glpk-default mem: 4000 + +plotting: + map: + boundaries: + eu_node_location: + x: -5.5 + y: 46. + costs_max: 1000 + costs_threshold: 0.0000001 + energy_max: + energy_min: + energy_threshold: 0.000001 diff --git a/test/config.overnight.yaml b/test/config.overnight.yaml index e8f8194a..fb468ded 100644 --- a/test/config.overnight.yaml +++ b/test/config.overnight.yaml @@ -1,22 +1,55 @@ -run: test-overnight -foresight: overnight +# SPDX-FileCopyrightText: : 2017-2023 The PyPSA-Eur Authors +# +# SPDX-License-Identifier: CC0-1.0 + +tutorial: true + +run: + name: "test-sector-overnight" + disable_progressbar: true + shared_resources: true + shared_cutouts: true + scenario: - lv: - - 1.5 + ll: + - v1.5 clusters: - 5 sector_opts: - - CO2L0-191H-T-H-B-I-A-solar+p3-dist1 + - CO2L0-24H-T-H-B-I-A-solar+p3-dist1 planning_horizons: - 2030 +countries: ['BE'] + snapshots: start: "2013-03-01" - end: "2013-04-01" + end: "2013-03-08" + +electricity: + renewable_carriers: [solar, onwind, offwind-ac, offwind-dc] atlite: - cutout: ../pypsa-eur/cutouts/be-03-2013-era5.nc + default_cutout: be-03-2013-era5 + cutouts: + be-03-2013-era5: + module: era5 + x: [4., 15.] + y: [46., 56.] + time: ["2013-03-01", "2013-03-08"] + +renewable: + onwind: + cutout: be-03-2013-era5 + offwind-ac: + cutout: be-03-2013-era5 + max_depth: false + offwind-dc: + cutout: be-03-2013-era5 + max_depth: false + solar: + cutout: be-03-2013-era5 sector: gas_network: true @@ -24,6 +57,18 @@ sector: solving: solver: - name: cbc - options: cbc-default + name: glpk + options: glpk-default mem: 4000 + +plotting: + map: + boundaries: + eu_node_location: + x: -5.5 + y: 46. + costs_max: 1000 + costs_threshold: 0.0000001 + energy_max: + energy_min: + energy_threshold: 0.000001