- #1
Conservation
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- 0
For conditions where an object is rolling without slipping on a rough, flat surface, the object posses a net torque about the center of mass provided by friction at the contact point. Hence, why doesn't the object accelerate radially indefinitely?
For ex, if we had a slippery bowling ball rolling down a rough, flat surface, its radial acceleration would increase until its translational velocity=W*R (no-slip condition met) and then continue to do so. Why does the radial acceleration no longer occur despite the presence of a net torque?
For ex, if we had a slippery bowling ball rolling down a rough, flat surface, its radial acceleration would increase until its translational velocity=W*R (no-slip condition met) and then continue to do so. Why does the radial acceleration no longer occur despite the presence of a net torque?