Finding Coefficient of friction with limited info

AI Thread Summary
To find the coefficient of friction for a wheel with a radius of 0.4m and a torque of 290 Nm, additional information is necessary, such as the normal force acting on the wheel. The equations provided, T = RFsin and T = Angular acceleration * Inertia (1/2MR^2), require values for mass or acceleration to solve for friction. Without knowing the normal force or any additional parameters, the problem remains under-defined. Participants in the discussion emphasize the need for more details to accurately determine the coefficient of friction. The consensus is that the current information is insufficient for a complete solution.
shcksdid
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Homework Statement



A wheel has a radius of 0.4m . The engine exerts a torque on the wheel of 290 Nm. FInd the coefficient of friction.


Homework Equations



T=RFsin
T= Angular acceleration * Inertia (1/2MR^2)?

The Attempt at a Solution


My friend asked me this question, but I feel like there should be more information. Just based on these info, how can you solve this question? Do I set the two equation equal and find for F? What would be the angular acceleration?
 
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shcksdid said:

Homework Statement



A wheel has a radius of 0.4m . The engine exerts a torque on the wheel of 290 Nm. FInd the coefficient of friction.


Homework Equations



T=RFsin
T= Angular acceleration * Inertia (1/2MR^2)?

The Attempt at a Solution


My friend asked me this question, but I feel like there should be more information. Just based on these info, how can you solve this question? Do I set the two equation equal and find for F? What would be the angular acceleration?

Welcome to the PF.

Is there a diagram that goes with this question? We need some way to relate the frictional force to the retardation of the wheel. Is all of the frictional force applied at the outer edge of the wheel?
 
Thanks for the reply. I'm sorry but these were the only values that were given to me. So, is it impossible to solve this question from just the given information?
 
The problem does seem under-defined to me. You can assume that the frictional force is exerted at the outside edge of the disk, but what normal force is involved? Can you try to get more info?
 
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