Created
September 17, 2019 14:25
-
-
Save korjaa/059127ad9c65cf0d71943c040fd989d7 to your computer and use it in GitHub Desktop.
MAF MAP Fuel Consumption
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
From: http://www.mp3car.com/vbulletin/engine-management-obd-ii-engine-diagnostics-etc/75138-calculating-mpg-vss-maf-obd2.html | |
For the record, the first "one-line" MPG formula above, taken from | |
my Circuit Cellar article, is off by 100! The "4.54" should in | |
fact be "454". The correct formula is: | |
MPG = (14.7 * 6.17 * 454 * VSS * 0.621371) / (3600 * MAF / 100) MPG | |
= 710.7 * VSS / MAF | |
Note that OBD-II VSS reading is in kilometers/hour and MAF reading | |
is grams/sec times 100. | |
This formula works very well in a modern automobile because the | |
engine computer spends almost 100% of its time managing the | |
fuel-air-ratio to 14.7, which it can do very well because of the | |
"closed loop" feedback from the O2 sensor(s). | |
In fact, the accuracy of this method has been proven in literally | |
tens of thousands of gasoline-powered vehicles. Accuracy within a | |
few percent is typical, often limited by the accuracy of the vehicle | |
speed reading (i.e., VSS). | |
As for other ways of doing this, especially if you don't have a MAF | |
sensor, by knowing the displacement of the engine, and after a | |
simple "calibration" using fuel tank "fill-up" data to find the | |
only unknown, namely the "volumetric efficiency" (VE) of the engine, | |
MAF can be calculated from RPM, MAP and IAT. With VE, one can use | |
the following formulas to calculate a synthetic "mass air-flow" | |
(MAF) in grams per second, all without a MAF sensor, using the | |
"Ideal Gas Law", as follows: | |
IMAP = RPM * MAP / IAT MAF = (IMAP/120)*(VE/100)*(ED)*(MM)/(R) | |
where manifold absolute pressure (MAP) is in kPa, intake air temp | |
(IAT) is in degrees Kelvin, R is 8.314 J/°K/mole and the average | |
molecular mass of air (MM) is 28.97 g/mole. Note that, in the above | |
formula, the volumetric efficiency of the (4-cycle!) engine is | |
measured in percent and the engine displacement (ED) is in liters. | |
The VE of my 1999 7.4L Chevy Suburban is about 65%. Smaller, higher | |
performance engines can have VE's of 85% or higher. |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment