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Z MR - String of length &Say there is a hollow can of radius R and length L with a small hole drilled through the
Z MR - String of length &Say there is a hollow can of radius R and length L with a small hole drilled through the center of the lid. A massless string of length l is strung through the hole, and it connects two spiders. L>>I.One spider of mass m is confined to the outer/topside of the lid, while the other spider of mass M is confined to the inside walls of the can. Find the Lagrangian using a set of generalized coordinates as well as how many degrees of freedom in the system
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