AT E3, 136 shader ops per cycle were presented for RSX, which can be equated to 136 instructions/cycle.
Also 51 billion DOT products per second were presented for CELL+RSX combined. From above it was deduced that RSX would have 52 DOTS/cycle --> 52 vec4 units.
http://www.beyond3d.com/forum/showpost.php?p=484757&postcount=119
An over-clocked 7800 will have 56 DOTS/cycle and therefore not agree with the numbers for 52 DOTS/cycle. However it does agree with 136 instructions/cycle.
We know that each PS pipes have 2 vec4 units and each VS pipes have 1 vec4 unit. Also PS pipes are 5-issue and VS pipes are 2 -issue. I.e.
PS issue rate * PS pipes + VS issue rate * VS pipes = 136
2*PS pipes + 1* VS pipes = 52
PS pipes > 0 and integer
VS pipes > 0 and integer
Now solving for,
PS issue rate = 5,6,7
VS issue rate = 2,3,4
-----------------VS issue 2-------VS issue 3----------VS issue 4----------VS issue 5
PS issue 5----- FAIL--------------12 VS:20 PS--------4 VS:24 PS---------FAIL
PS issue 6----- 20 VS:16 PS-----FAIL-----------------FAIL-----------------FAIL
PS issue 7----- FAIL--------------FAIL-----------------FAIL-----------------FAIL
So in order to get a valid solution to the above equations, either the PS pipes are modified for 6-issue or the VS pipes are modified for 3-issue or 4-issue.
Summary
Option A
8 VS pipes, 2-issue
24 PS pipes, 5-issue
Modified 7800 and basically disagrees with the dot product numbers from E3.
Option B
12 VS pipes, 3-issue
20 PS pipes, 5-issue
Option C
4 VS pipes, 4-issue
24 PS pipes 5-issue
Option D
20 VS pipes, 2-issue
16 PS pipes, 6-issue
Option E
Other!
Please specify...
Also 51 billion DOT products per second were presented for CELL+RSX combined. From above it was deduced that RSX would have 52 DOTS/cycle --> 52 vec4 units.
http://www.beyond3d.com/forum/showpost.php?p=484757&postcount=119
An over-clocked 7800 will have 56 DOTS/cycle and therefore not agree with the numbers for 52 DOTS/cycle. However it does agree with 136 instructions/cycle.
We know that each PS pipes have 2 vec4 units and each VS pipes have 1 vec4 unit. Also PS pipes are 5-issue and VS pipes are 2 -issue. I.e.
PS issue rate * PS pipes + VS issue rate * VS pipes = 136
2*PS pipes + 1* VS pipes = 52
PS pipes > 0 and integer
VS pipes > 0 and integer
Now solving for,
PS issue rate = 5,6,7
VS issue rate = 2,3,4
-----------------VS issue 2-------VS issue 3----------VS issue 4----------VS issue 5
PS issue 5----- FAIL--------------12 VS:20 PS--------4 VS:24 PS---------FAIL
PS issue 6----- 20 VS:16 PS-----FAIL-----------------FAIL-----------------FAIL
PS issue 7----- FAIL--------------FAIL-----------------FAIL-----------------FAIL
So in order to get a valid solution to the above equations, either the PS pipes are modified for 6-issue or the VS pipes are modified for 3-issue or 4-issue.
Summary
Option A
8 VS pipes, 2-issue
24 PS pipes, 5-issue
Modified 7800 and basically disagrees with the dot product numbers from E3.
Option B
12 VS pipes, 3-issue
20 PS pipes, 5-issue
Option C
4 VS pipes, 4-issue
24 PS pipes 5-issue
Option D
20 VS pipes, 2-issue
16 PS pipes, 6-issue
Option E
Other!
Please specify...