You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
Will the contest use the v2 evaluator cost function? We're working on tuning our routing tool, and want to be sure we're aiming at the right target. For the example routing solutions, the costs vary widely.
With bsg_chip, the v2 evaluator has
Number of open nets : 0
wirelength cost 58096126.3963
via cost 20876700.0000
overflow cost 41432310799597248.0000
total cost 41432310878570080.0000
Total cost is dominated by overflow, 4.14e16. The via and WL costs are e07. I think it was mentioned that the reference routes are from a pattern router, so large overflow isn't surprising, especially with the exponential cost metric.
On ariane133_51, the evaluator has
Number of open nets : 0
wirelength cost 9296578.1002
via cost 3358316.0000
overflow cost 18676.0496
total cost 12673570.1498
Total cost is 1.26e07, while the overflow costs are 1.86e04. Wire length and via costs dominate in this case.
My impression is that the first objective is to minimize overflow to avoid the exponential penalty -- but if that's kept tamed, then the competition is to minimize the combined wire length and via cost.
And a second question -- the contest test machine will have 200gb of RAM; is it possible to increase that limit? We're bumping into this on the largest test case, and an increase in the limit would be helpful.
The text was updated successfully, but these errors were encountered:
Will the contest use the v2 evaluator cost function? We're working on tuning our routing tool, and want to be sure we're aiming at the right target. For the example routing solutions, the costs vary widely.
With bsg_chip, the v2 evaluator has
Total cost is dominated by overflow, 4.14e16. The via and WL costs are e07. I think it was mentioned that the reference routes are from a pattern router, so large overflow isn't surprising, especially with the exponential cost metric.
On ariane133_51, the evaluator has
Total cost is 1.26e07, while the overflow costs are 1.86e04. Wire length and via costs dominate in this case.
My impression is that the first objective is to minimize overflow to avoid the exponential penalty -- but if that's kept tamed, then the competition is to minimize the combined wire length and via cost.
And a second question -- the contest test machine will have 200gb of RAM; is it possible to increase that limit? We're bumping into this on the largest test case, and an increase in the limit would be helpful.
The text was updated successfully, but these errors were encountered: