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Project 3: Non-Pipelined Control Unit

Introduction:

In this lab, students are tasked to create a basic control unit within a simple processor. This requires students to implement the concepts of state machine creation, design control signal optimizatimally, and have an understanding of instructions sets. Through the process of defining an instruction set, creating the state machine or state machines, and defining when each input of the instruction set should be applied, this design can be created. Examining each step, helps students to expand on their knowledge of control units and grow in their own design skills.

Requirements:

For this project, the following requirements have been given:

  • Word Size = 16-bits
  • Memory Address and Data Bus Size of 16-bits
  • 64 KB Byte Addressable Main Memory
  • 16-bit Program Status Word in which the first two bits are Z, N, and Privileged vs User Mode.
  • 16 Instructions as followed:

Figure 1: Instruction Set

  • 8 16-bit General Purpose Registers
  • 16-bit Program Counter in GPR([R7])
  • 16-bit Count Down Timer
  • 2's Complement Number Representation
  • Instruction Formats:

Figure 2: Instruction Formats

Overall State Machine Design:

Overall State Machine:

With the circuits constructed, the overall design is as follows. The control of the progression of the circuit is contained within two state machines. One state machine controls the overall progression from Fetch, many different Executes, and the various Trap states and the other controls the timing within each states. This machine is shown by Figure 2. With this design, depending on the current state and the conditions presented to the state machine, the state will move in the flow as shown. Each arrow is denoted with a C code which corresponds with the code within Table 1. This state machine will stay in each state until a reset pulse is sent to the second state machine, the numeric state machine. This reset pulse will act as the clock for the overall state machine. This allows the overall state machine to only need to run the number of cycles each state needs. So for example Execute Not 1000 only needs a single cycle to complete its steps. This means after the first cycle, the reset signal will be sent to the numeric state machine and this state machine will iterate to the next state.

The basic flow of states is as follows. The state machine will start in the Fetch state and depending on the conditions provided to the state machine will enter the corresponding execute state. The exception to this is the branching instructions and the CLK/LPSW. If a branch fails when trying to execute branch on zero and PSW.Z is false or when trying to execute branch on negative and PSW.N is false the state machine will either stay in Fetch or head to the Timeout Trap depending on if Timeout is shown true. The other odd case for fetch is Execute CLK/LPSW. For these cases, if the PSW.P is false and the instruction set wants to run these instructions, the state machine will go to the Invalid Access Trap A.

After each traditional instruction completes their execute step, they will either go into the Timeout Trap A or enter back into Fetch depending on if Timeout is equal to one. This means when Timeout is equal to one, the state machine will enter Timeout Trap A. The exception here is when the opcode is 6 (NOT) and the state machine is in Execute Load. The not instruction runs the Load execution and has one additional cycle needed for its operation, so it needs to complete its instruction before being interrupted by a timeout trap.

The final state transitions to describe are always conditions. For example, when the state machine is at Timeout Trap A or Invalid Access Trap A, it will always enter the B version of each state when the clock ticks. Finally, when the Traps are in the B form of each, the state machine will head back to the Fetch state when the clock ticks.

Figure 2: Overall State Diagram

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