A particle is constrained to stay on a frictionless


A particle is constrained to stay on a frictionless circular ring of radius R. Solve the appropriate Hamiltionian for this system, write the normalized wavefunction, and find the energy eigenvalues. the particle is subject to the periodic boundary condition :

\(\Psi(\phi) = \Psi(\phi+2\pi)\)

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Physics: A particle is constrained to stay on a frictionless
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