Which are the lowest degenerate energy states? What is their energy and degeneracy?ls this degeneracy symmetrical or non-symmetrical? Justify your answer (a) The potential energy for a particle in a two-dimensional well of dimensions L, = 3L and L2 =L is given by the equation: h? (nỉ, n3 2 En,n2 zu 8m L ' L, Where n, and n2 are the quantum numbers, m is the mass of the particle and h is the Planck constant.
Which are the lowest degenerate energy states? What is their energy and degeneracy?ls this degeneracy symmetrical or non-symmetrical? Justify your answer (a) The potential energy for a particle in a two-dimensional well of dimensions L, = 3L and L2 =L is given by the equation: h? (nỉ, n3 2 En,n2 zu 8m L ' L, Where n, and n2 are the quantum numbers, m is the mass of the particle and h is the Planck constant.
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Transcribed Image Text:Which are the lowest degenerate energy states?
What is their energy and degeneracy?ls this
degeneracy symmetrical or non-symmetrical?
Justify your answer
(a) The potential energy for a particle in a two-dimensional well
of dimensions L1 = 3L and L2 =L is given by the equation:
%3D
h² (nỉ , n3
8m L;' L)
En1,n2
%3D
Where n, and n2 are the quantum numbers, m is the mass of
the particle and h is the Planck constant.
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