Bob Bidonde
Well-known member
You jack your Model "A" so all 4 wheels are off of the ground. Then you replenish the tires to 35 PSIG. When you put the car back onto the ground, what happens to the gauge pressure of the tires?
From a practical standpoint, I agree. I think Bob's quiz was more theory than practical. From a theory basis, where the absolute internal pressure is >3x the absolute external pressure (35+15=50 external, 15 external) I think it's reasonable to treat the inflated tire casing as a constant volume, hence no increase in internal pressure.The pressure would only change if the internal volume of the tire changed, which it doesn’t really. It flattens but sidewalls push out to compensate.
PV=nRT
P= pressure (absolute pressure)
V= volume
n= the number of moles of gas
R= the gas constant
T= temperature (absolute temperature, Kelvin or Rankine)
n and R are constant, so you can just plug in ratios. Twice the temperature will result in twice the pressure or volume.
You have to add 459.67 degrees to your Fahrenheit reading to get the absolute temperature in Rankine. So if you are 0 degrees F you would have to go to 460 F to double the temperature.
As Jay Jay said above, absolute pressure is the real pressure. 35 psi is relative to atmospheric pressure, about 15 psi. So the absolute pressure is 50 psi.
Having the volume would double the absolute pressure.
Why is the sky blue???
For a fixed amount of gas, the "n" (number of moles of gas) falls out of the equation. R is always constant. So it becomes P1V1/T1=constant value=P2V2/T2. In the case of the tire, assuming that temperature doesn't change, you can rearrange the equation to P1V1/V2=P2. Or, as the volume of the tire would change from initial condition (in the air, V1) to final condition (on the ground, V2) the pressure will change. If the volume of the tire decreases because of the footprint on the ground then V1>V2 and P2>P1. But I don't believe the volume would change.Bob, see what you started. It's all hot air, and now my head hurts from NK's PV=nRT.