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Physics 321 Hour 3 Application of Newton’s Laws/Drag Forces
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Title Content Point
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Consequences of Relativity
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Problem 1 θ
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Problem 2 A sphere of mass m, radius R, and moment of inertia I rolls on a horizontal surface without slipping when a tension T is applied. What is the acceleration?
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Problem 3 A large mass M and a small mass m are stacked on each other. A tension T is applied to the large mass. The coefficient of static friction is μ s and the coefficient of sliding friction is μ. How big can T become without the top mass slipping?
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Drag Forces
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Free fall with linear drag
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Mathematica 1.Drag3-1.nb 2.LinvsQuad.nb
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