Experimentally determining tire friction coefficient

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SUMMARY

The friction coefficient "mu" between tires and road surfaces is determined experimentally through a graph correlating longitudinal tire force and longitudinal slip. Engineers derive this graph by measuring tire profile deformation, which provides insights into potential transferred forces. The longitudinal tire force can be estimated using a multi-channel strain gauge sensor mounted at the tire spindle, while the tire is modeled as a spring-damper system. The calculations for the friction coefficient involve complex relationships that account for variables such as load range and material stiffness.

PREREQUISITES
  • Understanding of longitudinal slip and its relation to vehicle and wheel velocities
  • Familiarity with tire deformation mechanics and material properties
  • Knowledge of multi-channel strain gauge sensors and their applications
  • Basic principles of spring-damper systems in automotive engineering
NEXT STEPS
  • Research methods for measuring tire profile deformation in laboratory settings
  • Explore the mathematical models used to calculate tire friction coefficients
  • Learn about the impact of load range on tire performance and friction testing
  • Investigate the use of multi-channel strain gauge sensors in automotive applications
USEFUL FOR

Automotive engineers, tire performance researchers, and professionals involved in vehicle dynamics and testing will benefit from this discussion.

marellasunny
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In a recent lecture,I learned that the friction coefficient "mu" between the tire and road surface is determined experimentally by using a graph. i.e a graph between the longitudinal tire force and the longitudinal slip. Well,how did engineers emperically arrive at such a graph in the first place?

I know that longitudinal slip is a function of the vehicle velocity and wheel longitudinal velocity.I guess it is easy to estimate. But,how could the longitudinal tire force be estimated? The lecture slides say that this could be made possible "... by measuring the tire profile deformation,from which the information of the potential transferred forces are determined." The connection on the relations is not quite clear.

Any ideas and experiences would be appreciated.
 
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How does the tire deform?
Is there a material property that could relate the deformation to a force?
 
http://www.vmi-group.com/tire/products/tire-and-compound-testing/force-and-moment-testing/:

«The forces & moments acting on the tire are measured through a multi-channel strain gauge sensor mounted at the tire spindle.»

vmi_tire_testing_force_moment1.jpg
 
Simon Bridge said:
How does the tire deform?
Is there a material property that could relate the deformation to a force?
I do know that automotive engineers model a tyre as a combination of a spring+damper system, except that the spring+damper(s) are spread out along the circumference of the tyre.

Since the stiffness of the tyre rubber material and the deformation(from experiment) are known,I guess one could calculate a force acting on the tyre. This force being longitudinal like a traction force is hard to imagine to me. I still don't quite know what equations they use to find the friction coefficient in the end.
 
marellasunny said:
Since the stiffness of the tyre rubber material and the deformation(from experiment) are known,I guess one could calculate a force acting on the tyre. This force being longitudinal like a traction force is hard to imagine to me. I still don't quite know what equations they use to find the friction coefficient in the end.
It's not going to be a simple relationship... in practice, the calculations are done using a machine.

In principle it is much the same process as the exercise where you have a block of rubber sitting on a surface and you drag something across the top surface.
 
You also have to factor in "load range" since testing is usually done within the range on a "per tire" basis meaning that you could have two nearly identically tires show drastically different friction because one has a different load range and was tested with "more weight" against the friction surface.
 
I have encountered a vertically oriented hydraulic cylinder that is designed to actuate and slice heavy cabling into sections with a blade. The cylinder is quite small (around 1.5 inches in diameter) and has an equally small stroke. The cylinder is single acting (i.e. it is pressurized from the bottom, and vented to atmosphere with a spring return, roughly 200lbs of force on the spring). The system operates at roughly 2500 psi. Interestingly, the cylinder has a pin that passes through its...

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