The point of suspension of a simple pendulum of length l and mass m is constrained to move on a parabola z; = ax2 in the vertical plane. Derive a hamiltonian governing the motion of the pendulum and its point of suspension. Obtain the hamilton's equations of motion.
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The point of suspension of a simple pendulum of length \and mass m is constrainted to move on a parabola z=a×2 in the vertical plane. Derive a Hamiltoneon governing the motion of the pendulum and it's point of suspension. Obtain the Hamilton's equation of motion.
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