Will test, are we confident that these scangauge II equations are showing kWs the same way this hypothesis has them calculated?
No idea. I suggest using MAF instead if enough sig figures are reported, since the Prius seems to do a fine job of keeping burn stoichiometric. If I remember right, petrol has an average of 5 carbon chains, So each chain will contain 5 carbons and 12 hydrogen. Carbon is oxidized to CO2, and hydrogen to H2O. Carbon's atomic mass is 12, and hydrogen's is 1. Oxygen is 16 A bit of molar arithmetic later ... 72 grams of petrol requires 256 grams of O2 based on 5 O2s to oxidize five C to five CO2; 3 O2s to oxidize 12 H to six H2Os O2 is about 21% of air, so you just need air density to make your conversion (assuming the MAF is reporting volume/time) addendum: A quick google says average chain length is 8, so the combustion will be 8C + (6*2+6) H
You've got to allow for the water vapour that'll come in with the air, don't you? So air is less than 21% oxygen. And I thought the maf would report mass, not volume... isn't that what the m is?
I don't think terrain matters since we will be doing some averaging over several trips. As I posted before the ScanGauge reports the highest kW number among the three (2 CAN messages and ScanGauge). Not sure which one should be used in the calculation.
H Okay this what I figured today At 15 kw, iMPG=0.8xMPH At 12 kw, iMPG=MPH At 8 kw, iMPG=1.5xMPH This is at 50-55 MPH and the kW output is calculated using Hobbit's xgauge math. For 50 mph speed trips I prefer prolonged acceleration at 15 kW rather than short pulses of 20 kW when possible. That's more of a practical observation than a scientific result. For higher speeds these numbers are shifted upwards. I use WS as much as possible in steep or prolonged downhill stretches.