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Chain falling off a table--Lagrange Method
Chain of length L and mass M with uniform linear mass density slides off a frictionless table with dimensions L x L x L. Find the Lagrangian that describes this system. Then find the time when the last length leaves the table top.
I'm thoroughly confused on this question. Any hints to help me start?
Chain of length L and mass M with uniform linear mass density slides off a frictionless table with dimensions L x L x L. Find the Lagrangian that describes this system. Then find the time when the last length leaves the table top.
I'm thoroughly confused on this question. Any hints to help me start?