Wednesday, 25 March 2015

newtonian mechanics - Friction in Slipping and Rolling


I'm solving a rotational motion problem that involves slipping and rolling. The problem's basic setup has a sphere rotated and then placed onto the ground, at which point it begins to acquire translational velocity. A solution in my textbook assumes the following:



"Once the ball starts rolling without slipping, there is no more frictional sliding force, and so the velocity will remain constant."




Why does friction stop exerting a force? Am I mistaken that friction exerts a force whenever an object and its surface might be distanced from each other?


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