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RobL14
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Understanding "Peel-Out" From a Torque/Rotational Dynamics Perspective
I've been having a lot of trouble understanding rotational dynamics involving wheels. I understand the simple stuff, but I don't understand the concepts behind the more difficult problems.
Let me make this clear: this problem is not for credit -- I know the answer and the path to the solution, but I do not know why. I'm becoming extremely frustrated, because the book doesn't make this situation clear.
If the coefficient of static friction between a wheel and the ground is u, calculate the minimum applied torque required to "lay rubber." The wheel has radius R and mass M.
net torque = I * alpha
In the solution, they simply state that the applied torque must be equal to the torque due to friction.
frictional torque = applied torque < uMgR
I can understand that reasoning intuitively, but if you write the net torque expression, then you get that alpha is zero, which contradicts that the wheel is spinning at all. Clearly I'm missing something, and I'd appreciate an in-depth response, because I need to understand the concept.
I've been having a lot of trouble understanding rotational dynamics involving wheels. I understand the simple stuff, but I don't understand the concepts behind the more difficult problems.
Let me make this clear: this problem is not for credit -- I know the answer and the path to the solution, but I do not know why. I'm becoming extremely frustrated, because the book doesn't make this situation clear.
Homework Statement
If the coefficient of static friction between a wheel and the ground is u, calculate the minimum applied torque required to "lay rubber." The wheel has radius R and mass M.
Homework Equations
net torque = I * alpha
The Attempt at a Solution
In the solution, they simply state that the applied torque must be equal to the torque due to friction.
frictional torque = applied torque < uMgR
I can understand that reasoning intuitively, but if you write the net torque expression, then you get that alpha is zero, which contradicts that the wheel is spinning at all. Clearly I'm missing something, and I'd appreciate an in-depth response, because I need to understand the concept.
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