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Computer Architecture
Lecture 11
Processor Control
Dr José Cano Reyes
School of Computing Science
University of Glasgow
Autumn 2022
Copyright ©2022 John T. O'Donnell
2
Outline
Levels of abstraction for processor control
High level: control algorithm
Middle level: control signal settings
Low level: control circuit
Control for Sigma16/M1
High level: M1 control algorithm
Middle level: M1 control signal settings
Low level: M1 control circuit
Hydra notation for processor control
3
Designing the processor control
We don't want to design the control circuit directly as logic!
Control needs to be changed frequently during a system design (and this is more like developing,
testing, and debugging software)
We use a systematic approach
Design a control algorithm
From the algorithm, synthesise a control circuit
The control circuit goes through a sequence of states, so the control algorithm is a higher-level notation
for describing that sequence of states
What can we do in a state?
Just assert a set of control signals!
4
Levels of abstraction for processor control
High level: describe the control algorithm as a sequence of operations
Give the effect of the action(s) that should happen in each state
Example: pc := pc + 1
Middle level: work out the control signals needed for each operation
Add the Assert statement with the control signals that need to be set to 1 in order to make the
desired effect happen
Example: Assert []
Low level: derive the control circuit with the delay element method
Flip flops to represent the states
Logic gates to generate the control signals and to enter the next state
5
High level: control algorithm
We can describe the control algorithm using programming notation
Restricted just to the constructs in the control algorithm language
The control algorithm language
only one computational statement (Assert)
straight line code
blocks
case statement (if-then-else is a special case of case)
while loop
repeat forever
We use a restricted language because we need to implement it in hardware
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