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

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SUMMARY

The discussion centers on the relationship between friction and the motion of a rolling object that begins to skid when subjected to a force F. The coefficient of friction (μ) is expressed as Ff = μMg, where Ff represents the frictional force, m is the mass, and g is the acceleration due to gravity. Participants clarify that while Newton's second law can be applied to translational motion, the equation a = (α)R is only valid for rolling without slipping, which does not apply in this scenario as the object skids.

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  • Understanding of Newton's Second Law of Motion
  • Familiarity with the concepts of friction and coefficient of friction
  • Basic knowledge of rotational motion and angular acceleration
  • Concept of rolling without slipping
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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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