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| Two equal masses, $M$, are tied to two springs hanging vertically and a third spring connects them as shown in the figures. All the three springs have natural lengths \(L\). Also in equilibrium the separation of the masses is also \(L\). Assume that the two masses are constrained to move arbitrily in the vertical plane only. What is the number o degrees of freedom of the system. Write the Lagrangian of the system ignoring the masses of the spring. | |
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4727:Diamond Point
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