Hellion94 said:It may be a bit exaggerated, however, it's the same correction factor that all dyno's use to correct numbers. There is no forced induction vs. N/A correction factor, unfortunately. Again, we are more interested in the curve of the graph than final number it puts out. Compared to other twin turbos, and single turbos the area under the curve in the graph is great, and that's where the benefit of the compound boost setup comes in, hence my willingness to post a graph that's uncorrected showing 970hp, because it's not about the peaks #'s. Having said that, gains of 200+ hp from a correction factor occur with all forms of induction, forced or not.
While the area under the curve is certainly impressive, and the combination no doubt produces excellent results - the correction factor is still unreasonable IMHO. A forced induction car will not make 20% more power at sea level than at 6000 feet because the compressor will compensate (to an extent) for the loss in atmospheric pressure and air density.
That's why Supra's get a bad rep, because usually their power isn't as present under the curve as it is at the peak, so they only have a ridiculous amount of power for a short time. That's what we were trying to avoid.
I'm not a Supra fan.
Superchargers are affected just about as bad as N/A engines because their speed is limited to a certain amount by a pulley, but even still, dyno's will show 120-180 rwhp gains with the correction factor. The correction factor for this graph isn't that outlandish, especially when, in our experience, moving down to a lower, more dense air condition usually increases boost 1-3 psi, which would make up the power shown on the corrected vs. non-corrected graphs when combined with the increase in air density.
I disagree to an extent. The compressor (driven by a belt or an exhaust turbine) will be able to compress the intake charge to a certain level of restriction (boost level) and the correlation is certainly not as relevant as the fans of correction factors such as these would lead you to believe. Further, 1-3 psi in gains at sea level do not equal 200 horsepower IMHO. Why would an increase in boost of ~3-10% result in an increase in horsepower of ~20%? *edit* This seems to be especially true when evaluating this with boost pressures approaching two bar. Forgive my use of an Economics principle, but I would expect some "decreasing marginal utility" as such high boost pressures in terms of horsepower-per-psi.
It is a commonly accepted principle that atmospheric pressure is less relevant to engine performance in boosted applications than naturally aspirated. While correction factors are all well and good, readers should always take them "with a grain of salt" since often times the uninformed may take the "big number" as gospel and fail to look at the math behind the number.
Paul.