![Physics Olympiad #002 [Solid Ball Rolls Without Slipping Around Cylinder] from sh 003 002 Video Screenshot Preview](https://cdn4.hifimov.co/picture/original/nUE0pUZ6Yl9mZv5xoJAxov5hMKDiqv9KDyELZwSwDIIyqJ5HATZkDv9-ZwDjXFfbXRucEzyAo3LhL_8cK3tlAQN5v7P/(HiFiMov.co)_physics-olympiad-002-solid-ball-rolls-without-slipping-around-cylinder.jpg "Physics Olympiad #002 [Solid Ball Rolls Without Slipping Around Cylinder] from sh 003 002 Video Screenshot Preview")
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✓ Published: 25-Apr-2024
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✓ Published: 25-Apr-2024
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A small ball of homogeneous density, radius r rolls without slipping around a cylinder of radius Big R. Let r be significantly less than Big R. What is the frequency of oscillation of the ball around the base of the cylinder?<br/><br/>#Oscillation #PhysicsOlympiad
A small ball of homogeneous density, radius r rolls without slipping around a cylinder of radius Big R. Let r be significantly less than Big R. What is the frequency of oscillation of the ball around the base of the cylinder?<br/><br/>#Oscillation #PhysicsOlympiad
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_physics-olympiad-003-oscillation-period-of-a-coin-inside-a-cylinderr.webp "A cylinder of radius r oscillates back and forth on the inside of a cylinder of radius Big R as shown in the figure. Assume there is a large amount of friction between the two cylinders so that they do not slip. What is the period of oscillation of the system assuming the angle θ is small. (Cylinder moment of inertia (I = 1/2 mr²)<br/><br/>#Oscillation #PhysicsOlympiad")
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