Post by
koukimatt »
https://forums.nicoclub.com/koukimatt-u117555.html
Thu Jan 29, 2009 11:32 am
I am considering a VH45 twin turbo swap for my street S14 and I have been thinking about exhaust manifold design for divided / twin-scroll turbine housings.
From what I have read, 180 degree headers are optimal for NA and most turbo setups; in NA engines, 180 headers provide the best scavenging effect, and for turbo setups, they provide a steady flow of exhaust to the turbine. However there is the obvious downside of plumbing -- 180 degree headers take up a lot more space than other header designs, and there just isn't enough room for this under the hood of an S14 (without extreme modification).
The alternatives are to use a log-style manifold (unequal length) or 4-to-1 equal length runners, both of which are less than optimal (in relation to the ideal 180 degree header design). However, I think I have found a good compromise between size and performance.
Using the VH45 firing order (1-8-7-3-6-5-4-2), I made a piano roll style chart which shows when each cylinder's exhaust valves are open (I forgot the chart at home, I'll post it later). On the left and right cylinder banks, I identified the cylinders whose exhaust strokes do not overlap and paired them together:
(viewed from the front)Left: 2+6, 4+8Right: 1+3, 5+7
Each of these pairs could be merged into a collector for a twin-scroll turbine housing. The timing is less than ideal (180 headers really is the only way to do it right -- or use a flat plane crankshaft) but this design spreads out the exhaust pulses more, enough so that I think a twin scroll setup would work pretty good.
I don't know much about runner length tuning -- I think unequal length runners have to be tuned for a certain RPM. But the runners for each scroll could probably be tuned a bit to spread out the exhaust pulses better.
Since I don't have a VH45 (yet) and I don't have any fabrication experience (yet) I can't test this theory. But I would appreciate it if anyone who does have experience designing manifolds could validate this.