VE Table Airflow Correlation to Horsepower?
Just curious what you guys have seen as a correlation of power with increases across the VE table? I recognize the fuel injectors specs may play some part there, but if the data is good, the assumption is you can swap injectors and the VE table shouldn't change.
So, what is the max VE values you typically see for 400rwhp cars? 450? 500? 600? NA.
Any observations? For example, big cams typically take a nose-dive in the lower RPM range and higher kPa ranges due to inefficiency to idle correctly, but increase the VE values over 4000-4500 indicating more topend power.
It seems to suggest at least to a point of educated guessing that lbs/min MAF could have some correlation to flywheel HP, the trick is the fluctuation in readings and also whether or not injector data and things like that are accurate.
For example before my recent cam swap I could see ~51 lbs/min airflow on the maf somewhat consistently over repeated WOT runs. Running the cars ET/trap and dyno RWHP calculators all put the car in the ballpark of having ~500 flywheel HP. After the cam swap I see 53 lbs/min pretty consistent and the car went close to 1.5 mph faster even running a little rich with a headwind.
Nothing I would put a lot of faith in but it seems to give me some idea when I'm picking up power. The truck also responded similar...picked up around 3.5 lbs/min and 40rwhp on the dyno.
Last edited by thunderstruck507; Feb 24, 2016 at 04:15 PM.
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Torque is directly related to the engines VE so increase the VE and you increase the torque. Larger cams allow the engine to breathe better at higher rpms so you get more torque at those higher rpms.
Horsepower is related to torque and rpm, so more torque will give you more horsepower... but so will more rpm. The stock engine will only spin up to 6000rpm, whereas a built engine might spin up to 6500-7000rpm. Just having the engine spinning faster will give you more horsepower as long as the VE isn't falling away too quickly at those higher rpms.
Higher compression will produce more power, but you need a higher grade of fuel to avoid engine knock. Using low grade fuel in a high compression engine requires significantly retarded timing, which robs you of some of the power you're trying to make.
If e.g. the injector tables don't quite agree with the injectors, or the fuel pressure is wrong, the VE table could be quite different from the "real" VE.
I would expect the peak in the VE table to correspond to peak torque.
Jake, my peak VE values are in the 115 range too.
I suspect that resonant frequencies of the intake and exhaust systems could cause an engine to exceed 100% of its theoretical value.
But the VE table is about airflow calculations leading to the correct fueling as you say, Ted.
Only the MAF can really calculate the actual air volume in g/sec.
And yes, only the MAF reads it in reality, but the PCM back-calculates from the values in the VE table based on IAT and MAP input, which is tuned against the wideband for corrected A/F. So it's close. In EFI Live, you can tune the VE table from the MAF actuals (assuming the injector info is good) - so it cuts down on the time quite a bit. I still haven't got that to work with HPTuners.
The VE is far more forgiving towards bad injector data. You can put any junk into the injector data tables (within reason) and when you tune the VE, it will bend to suit that bad data. The problem with speed density tuning is that the VE table is very much dependent on intake air temperature for calculating cylinder charge. If the injector data is wrong, the VE will only be correct at the temperature it was tuned at... as soon as the intake temperature changes, so does your tune.
In EFILive, you can select the units of the VE tables from the following:
- g*K/kPa (default units, comes from the binary),
- g/cyl (calculated using T and P),
- g/s (calculated using T, P and RPM),
- % of theoretical volume (calculated using Ideal Gas Law);
the VE table being the model of the cylinder air mass for MAP vs RPM;
if you study "g*K/kPa" you see that it is the air mass (g) normalized for temperature (K) and pressure (kPa)
( and note that rearranging the IGL P*V=(m/M)*R*T gives m*T/P=V*M/R ).
Last edited by joecar; Mar 8, 2016 at 03:08 PM. Reason: added units







g/sec baby! 






