Tires & speedometer
Measure the tire height from ground to the top of the tire in inches. Ensure an accurate reading to the nearest 1/8 inch. Divide 20,168 by the tire height in inches to get the revs per mile.
Example: Measured tire height - 33 inches
Revolutions/Mile = 20168/33 = 611 Rev/Mile
So my question is to v10man, why can't you enter below 601? According to the Ford manual you can use preselected tire sizes or type in a custom revs/mile? Please provide more details. My 315 tires are 34.5 inches tall, so based on the calculation my revs/mile = 585. Why can 00585 not be typed in? I am taking my truck in tomorrow to have this done.
That is, if you take ((2 x 265 x .75) / 25.4) + 16 you will get 31.65"
From the BFG site, they give the diameter as 31.8" on a 7.5" rim and also give the revs per mile as 654 @ 45 MPH.
If you take 20168 / 31.8 you'll get 634.2 which is 19.8 revs less than BFG says. What gives?
Well because the tire won't be perfectly round when the weight of the truck is sitting on it, the effective diameter reduced because of the flat spot where the tire contacts the ground. Hence the circumference will be reduced too.
One mile is 63360 inches. 63360 in/mi * 1 mi/654 revs = 96.881 in/rev. This is the circumference of the tire. Diameter is circumference divided by Pi, so 96.881 / 3.14 = 30.838 in.
So the rolling diameter given by BFG is about an inch less than than the overall diameter given by BFG.
Where'd that 20168 number given earlier by R1ZOOM come from?
That's 63360 in/mile divided by Pi (3.14159.....) so it's really 20168.114...
And now you know the rest of the story.

Bottom line. Best to check the tire mfrs web site to see what number they've published for revs/mile for your tire. Or alternatively, measure your tires circumference directly by chalking the side of the tire and rolling forward a few turns and then measuring the distance traveled and dividing by the number of turns you rolled forward.
Divide 63360 by that number to come up with the revs/mile for your tire at ~zero mph. The actual revs per mile will be fractionally less because the tire will grow a little at speed.
Whew!

Daryl
That is, if you take ((2 x 265 x .75) / 25.4) + 16 you will get 31.65"
From the BFG site, they give the diameter as 31.8" on a 7.5" rim and also give the revs per mile as 654 @ 45 MPH.
If you take 20168 / 31.8 you'll get 634.2 which is 19.8 revs less than BFG says. What gives?
Well because the tire won't be perfectly round when the weight of the truck is sitting on it, the effective diameter reduced because of the flat spot where the tire contacts the ground. Hence the circumference will be reduced too.
One mile is 63360 inches. 63360 in/mi * 1 mi/654 revs = 96.881 in/rev. This is the circumference of the tire. Diameter is circumference divided by Pi, so 96.881 / 3.14 = 30.838 in.
So the rolling diameter given by BFG is about an inch less than than the overall diameter given by BFG.
Where'd that 20168 number given earlier by R1ZOOM come from?
That's 63360 in/mile divided by Pi (3.14159.....) so it's really 20168.114...
And now you know the rest of the story.

Bottom line. Best to check the tire mfrs web site to see what number they've published for revs/mile for your tire. Or alternatively, measure your tires circumference directly by chalking the side of the tire and rolling forward a few turns and then measuring the distance traveled and dividing by the number of turns you rolled forward.
Divide 63360 by that number to come up with the revs/mile for your tire at ~zero mph. The actual revs per mile will be fractionally less because the tire will grow a little at speed.
Whew!

Daryl
exactly, and measuring the tire while cold on level ground should factor in your difference in true height versus "installed height", for instance my Buckshot 315's are 34.5 inches tall per the manufacturer, but at proper PSI cold on the truck they are a little over 33" tall



