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A free particle of mass m is confined to move on a circular ring of radius R. n? a? The Hamiltonian for the system is given by Ĥ 2mR002 where pis the angle. Assuming the boundary condition y($+21) =Y(), find (a) the energy eigenvalues and (b) the corresponding normalized eigenfunctions. t. 2
A free particle of mass m is confined to move on a circular ring of radius R. n? a? The Hamiltonian for the system is gi
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A free particle of mass m is confined to move on a circular ring of radius R. n? a? The Hamiltonian for the system is gi
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