How Does Friction Affect a Rolling Object That Begins to Skid?

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Friction plays a crucial role in determining the motion of a rolling object that begins to skid when a force is applied. The coefficient of friction can be expressed as Ff = (mju)*Mg, where Ff is the frictional force and Mg is the weight of the object. Newton's second law for rotation can be used to analyze the situation, but it cannot be applied to linear motion using the relationship a = (alpha)*R, as this only holds true when the object rolls without slipping. The discussion emphasizes the importance of understanding the conditions under which these laws apply. Overall, the interaction between friction and motion is essential for accurately predicting the behavior of rolling objects.
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[SOLVED] Rolling object and friction

Homework Statement



I want to find an expression for the coefficient of friction when this object starts to skid when we pull it with a force F

http://www.badongo.com/pic/3639015

The Attempt at a Solution



Ff = (mju)*Mg

I found that I can put this into Newton's 2. law for rotation and solve for alpha = 0. But why can't I put it into Newton's 2. law for linear motion and solve for alpha = 0 (a = (alpha)*R)?
 
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kasse said:
But why can't I put it into Newton's 2. law for linear motion and solve for alpha = 0 (a = (alpha)*R)?
You can certainly apply Newton's 2nd law for translational motion. But "a = (alpha)*R" only applies when it rolls without slipping, which is not the case here.
 
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