Engine: 327 CI RPM@60MPH = 3260 Air Consumed = 8,883.5 CI/mile
Air: 13.26 CF/LB = 1728 CI/1 CF = 22,913.28 CI/LB
(13.26 x 1728 = 22,913.28)
Gasoline: 6.152 LB/Gal
Strocometric Air/Fuel ratio: 14.7 LB air: 1 LB Gasoline = 336,825.216 CI Air : 1 LB Fuel
(22,913.28 x 14.7 = 336,825.216)
Air for 1 Gal: 2,072,148.73 CI/Gal
(6.152 x 336,825.216 = 2,072,148.728832)
MPG: 233.26
(2,072,148.73 / 8,883.5 = 233.258144)
Pressure conversion example taken from a math problem text book.
14.7 psi = 103 psi x (14.7/25)*175 = x
175 in3 25 in3
This MPG is with an atmospheric pressure of 14.7 PSI filling the piston displacement on the intake stroke.
Now assuming the engine is operating @ 3260 RPM and were traveling @ 60 MPH, the intake manifold pressure reads 10 In Mercury, the above 2,072,148.73 CI/Gal has expanded to 3,122,458.884 CI/Gal yielding 350.364 MPG.
The above figures are statements of applied scientific facts based on ideal fuel ratio and ideal fuel mileage if all available energy was applied to motivation (neglecting friction). Please feel free to give input and ideas, opinions regarding this calculation.
Why are we still getting around 25 to 32 MPG on the highway?
Good Answers:
"Almost" Good Answers: