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David Morin 9.23 Solution |Rotation Mechanics Advanced Problems | School of physics, let's crack JEE
Автор: Top1
Загружено: 2021-12-23
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Here is the solution of David Morin problem 9.23
Do try to solve the question by yourself.
Initial conditions have been set up so that a coin of radius r rolls around in a circle, as shown in Fig. 9.54. The contact point on the ground traces out a circle of radius R, and the coin makes a constant angle θ with the horizontal. The coin rolls without slipping (assume that the friction with the ground is as large as needed). What is the frequency, , of the circular motion of the contact point on the ground? Find the value of R so that the motion exists
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