cool_hardware52
Contributor
None. Around 200-350 psi your auto tire will burst..........
Jokes aside, do the math. 77 cu ft at 1 ATA is what you have to work with.
You should be able to estimate the volume of the tire, circumference, width etc. Subtract the wheel.
Then consider the fill pressure which is in psi *gauge* not psi absolute, i.e. "50 psi" on the side wall is about 65 psi absolute.
Lets say your tire is 30" in diameter x 6" wide on a 15 inch rim. Rough numbers tell us the volume of the tire is (15" x 15" x pi x 6") - 7.5 x7.5 x Pi x 6" or about 4239 - 1060 = 3179 cu inches 3179/ 1728 = 1.84 cu ft
1.8 cu ft x (65/15) = 7.8 cuft at 1 ata.
Rough numbers, the actual volume is less due to tread depth etc. and the example ignores the tire starting at 1 ata (if you jack up the vehicle so the tire is not compressed.
I'd expect to be able to fill ~10 such tires with a full al 80, but I'd plan on only about 8
Tobin
Jokes aside, do the math. 77 cu ft at 1 ATA is what you have to work with.
You should be able to estimate the volume of the tire, circumference, width etc. Subtract the wheel.
Then consider the fill pressure which is in psi *gauge* not psi absolute, i.e. "50 psi" on the side wall is about 65 psi absolute.
Lets say your tire is 30" in diameter x 6" wide on a 15 inch rim. Rough numbers tell us the volume of the tire is (15" x 15" x pi x 6") - 7.5 x7.5 x Pi x 6" or about 4239 - 1060 = 3179 cu inches 3179/ 1728 = 1.84 cu ft
1.8 cu ft x (65/15) = 7.8 cuft at 1 ata.
Rough numbers, the actual volume is less due to tread depth etc. and the example ignores the tire starting at 1 ata (if you jack up the vehicle so the tire is not compressed.
I'd expect to be able to fill ~10 such tires with a full al 80, but I'd plan on only about 8
Tobin