I've finally managed to find the document that the calculations are based on which I've attached for those who are interested.
"Inflation Pressures at Less Than Maximum Tire Loads"
written by John W. Daws, Ph.D., P.E. Daws Engineering, LLC.
The paper was presented at the September 2009 Meeting of the Tire Society
There is a obviously a bit of math but the text is contains a good explanation and discussion so it's easy enough to get your head around.
The equation I've used above is basically equation [9]:
Code:
(pressure /max pressure) = (load/max load)
which the conclusion states:
Equation 9 can be rewritten as:
Code:
pressure = (load/max load) x max. pressure
You need to account for the fact that the rear axle load is split across two tyres so a 925Kg maximum loading per tyre gives you a maximum axle loading of 1850kg.
With a full rear axle load of 1720kg and 925Kg load rating tyres which have a 50psi max inflation (as per the stock michelins):
pressure = (1720/1850) x 50
pressure = 0.929729 x 50
pressure = 46.4psi
The placard pressure is 46psi for this loading.
cheers
Paul
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