🕷️ Non-Markovian stochastic SPIn (and harmonic oscillator) DYnamics.
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Updated
Jun 20, 2024 - Julia
🕷️ Non-Markovian stochastic SPIn (and harmonic oscillator) DYnamics.
Jupyter notebook fitting reflectance and transmittance curves of unknown thin film on substrate obtained by Fourier Transform Infrared Spectroscopy to Lorentz and Brendel-Bormann oscillator models respectively
Graphical simulation of the Lissajous Curve.
different methods for solving several ode
Physical simulation of a pendulum using second order Runge-Kutta method
QuantaPlus is a light C++ template library for quantum mechanics problems
Forwards euler, backwards euler, and trapezoidal ODE solver for harmonic oscillators. Done for complexity explorer
〰️ Physics simulation of a (mathematical) pendulum with adjustable parameters.
C++ BSpline-library for use in basis expansions.
Harmonic excitation of a SDOF
The coding portion of my bachelor's thesis. Basically simulates quantum mechanical harmonic oscillators and networks consisting of them.
Solutions to some problems in the ``Computational Physics'' book, written by Mark Newman
Solution to the problems solved using Euler's method
Physics project visualizing Lissajous curves made using P5.js.
Implementation of a code for the numerical solution of a differential equation describing the motion of a harmonic oscillator using Euler's method and than Runge Kutta 4-th order.
Online system identification in Silverbox by minimising free energy
Fractional evolution of initial amplitudes under various realizations of the discrete and finite harmonic oscillator
Diffusion Monte Carlo(DMC) Calculations of simple harmonic oscillator(SHO) system.
Visualization with animation and interactive plot
Python code that performs that Feynman path integral for a specified potential. Demonstrated by approximating the average energy of the quantum harmonic oscillator for various temperatures.
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