Mazzman
Geotechnical
- Aug 3, 2004
- 23
We’re evaluating the effects of heavy construction equipment operating near the edge of earth slopes. We are attempting to model the vehicle loads and want to consider them as distributed loads per tire over the tire’s contact area. Can we calculate contact area as load divided by tire pressure? Then, we would use the tire’s section width (or tread width) as one dimension of the loaded area and the other dimension will be calculated from the contact area.
The manufacturer of a piece of equipment we’re evaluating uses 29.5R25 tires. The loaded operating weight on one axle (two tires) is 53,270 pounds, so 26,635 pounds per tire. Manufacturer reports the maximum ground pressure on the same axle (loaded) is 22.7 psi.
Based on data I’ve seen from a tire manufacturer for the 29.5R25, the 30-mph load limit at a cold inflation pressure of 29 psi is 16,500 pounds.
So I have:
Equipment Manufacturer: 26,635 pounds produces max ground pressure of 22.7 psi
Tire Manufacturer: 16, 500 pounds is load limit for inflation pressure of 29 psi
If ground pressure and inflation pressure are synonymous, it seems the tire would be overloaded on this equipment.
Suggestions?
The manufacturer of a piece of equipment we’re evaluating uses 29.5R25 tires. The loaded operating weight on one axle (two tires) is 53,270 pounds, so 26,635 pounds per tire. Manufacturer reports the maximum ground pressure on the same axle (loaded) is 22.7 psi.
Based on data I’ve seen from a tire manufacturer for the 29.5R25, the 30-mph load limit at a cold inflation pressure of 29 psi is 16,500 pounds.
So I have:
Equipment Manufacturer: 26,635 pounds produces max ground pressure of 22.7 psi
Tire Manufacturer: 16, 500 pounds is load limit for inflation pressure of 29 psi
If ground pressure and inflation pressure are synonymous, it seems the tire would be overloaded on this equipment.
Suggestions?