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SignUp Now!Install XFI and put the MAF on a shelf in you garage:smile:
that makes no since to me, please explain. The way I see it, and I could be wrong, you only push as much air as you suck, so both values are equal. I still don't see how this helps spool up either. With a restriction on either side you are only pushing that volume of air, meaning you can't push more than you pull and can't pull more than you push (unless you are leaking somewhere).
I'm trying to see the point. Maybe it does help spool up. I'm not trying to argue, I would just like to see why it would.
Thanks
I slept as much of Sunday as I could so this is a little late, and I'm going to be a little lazy and point you to wikipedia for background, and this is going to be a little terse but I hope it is sufficient so you can follow the logic . Go to Orifice plate - Wikipedia, the free encyclopedia and look at equation 2 (and the derivation if you want it). This is an ideal equation but for a small restriction and small pressure range it gets the point across. Basically, the mass air flow through an orifice is proportional to the square root of the density and the square root of the pressure drop, and rearranging, the pressure drop is proportional to the mass air flow squared divided by the density. At the turbo inlet the pressure is approximately atmospheric, or 15 psia, and at 30 psig boost the absolute pressure is 45 psia and the density is thus (assuming constant temperature to make it easy; yes the air will be hotter but let's focus on one thing at a time ) 3 times higher. That higher density means that for the same mass air flow the pressure drop will be one third as much, so a post-turbo restriction causes less of a pressure drop. Even more important, though, is the effect on turbo efficiency. The y axis on compressor flow maps is the pressure ratio, p(out)/p(in), and you can already see that making a small change in the numerator has a much smaller effect than a bigger change in the smaller denominator (remember p(in) will always be smaller than p(out) when making boost). Using p(out)=30 psig=45 psia and p(in)=15 psia the ratio is 3. Now put a restriction in the inlet that causes a pressure drop before the turbo of 1 psia so p(in) is now 14 psia, and to keep the boost the same the ratio now has to be 45/14=3.2, which is pretty big vertical move on a typical compressor map where you are already way off the island of best efficiency so you are working the turbo substantially harder. If you keep the ratio the same the boost will fall to 3*14=42 psia or 27 psig, a 3 psi drop. Put that restriction after the turbo and keep the turbo pressure ratio at 3 and the boost will fall to 44.67 psia or 29.7 psig, a hardly noticeable change. Or turn the ratio up to 3.02 to keep the boost at 30 psig, and again, the change is hardly noticeable. Hope that is enough, and understandable, since I have to get back to work now.