This is a three-part question about critical path calculation. Consider a simple single-cycle implementation of LEGv8 ISA. The operation times for the major functional components for this machine are as follows: Component Latency ALU 90 ps Add 70 ps ALU Control Unit 30 ps Shifter 20 ps Control Unit/ROM 50 ps Sign/zero extender 20 ps 2-1 MUX 20 ps Memory (read/write) (instruction or data) 140 ps PC Register (read action) 20 ps PC Register (write action) 20 ps Register file (read action) 80 ps Register file (write action) 60 ps Logic (1 or more levels of gates) 10 ps Below is a copy of the LEGv8 single-cycle data path design. In this implementation the clock cycle is determined by the longest possible path in the machine. The critical paths for the different instruction types that need to be considered are: R-format, Load-word, and store-word.
How can I compute sum of each of the component latencies for each instruction?
Question 1:
This is a three-part question about critical path calculation. Consider a simple single-cycle implementation of LEGv8 ISA. The operation times for the major functional components for this machine are as follows:
Component Latency
ALU |
90 ps |
Add |
70 ps |
ALU Control Unit |
30 ps |
Shifter |
20 ps |
Control Unit/ROM |
50 ps |
Sign/zero extender |
20 ps |
2-1 MUX |
20 ps |
Memory (read/write) (instruction or data) |
140 ps |
PC Register (read action) |
20 ps |
PC Register (write action) |
20 ps |
Register file (read action) |
80 ps |
Register file (write action) |
60 ps |
Logic (1 or more levels of gates) |
10 ps |
Below is a copy of the LEGv8 single-cycle data path design. In this implementation the clock cycle is determined by the longest possible path in the machine. The critical paths for the different instruction types that need to be considered are: R-format, Load-word, and store-word.
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