In: Physics
A particle of mass m is constrained to a circle of radius r0: that is, the potential for the particle is 0 when the
particle is anywhere on that circle and infinite everywhere else,
?(?) = 0 (r=r0)
V(r) = ∞ (? ≠ ?0)
Find the eigenvalues and normalized eigenfunctions of the Hamiltonian for a particle on a ring.
What is the degeneracy of eigenvalues for this system. how many eigenfunctions are
there for each eigenvalue)?