Solution-Determine the generalized momentum

Determine the generalized momentum

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Reference no: EM132423887

Suppose that you have a simple harmonic oscillator in 1-d, that you have decided tocall the coordinate for the mass,x(t), and that the Lagrangian for the system is then:L(x, x') =m x'^2/2-kx^2/2. (x' means x dot)

Determine the generalized momentum and se this generalized momentum and derive the Hamiltonian for the system. Do not just write it down. Derive it. Be sure to write your final result to emphasize theindependent variables for this Hamiltonian.

Reference no: EM132423887

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Determine the generalized momentum

Reference no: EM132423887

Reference no: EM132423887

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