A particle with energy is in a bound state of the one-dimensional Hamiltonian H = -...

Transcribed Image Text:

A particle with energy is in a bound state of the one-dimensional Hamiltonian H = - + V(r). The expectation value of the momentum (>>> (A) is always zero. (B) depends on the degeneracy of the eigenstate. (C) is zero if and only if the potential is symmetric V(-x) = V(r). (D) depends on the energy E of the eigenstate. A particle with energy is in a bound state of the one-dimensional Hamiltonian H = - + V(r). The expectation value of the momentum (>>> (A) is always zero. (B) depends on the degeneracy of the eigenstate. (C) is zero if and only if the potential is symmetric V(-x) = V(r). (D) depends on the energy E of the eigenstate.

Answer rating: 100% (QA)

The detailed ... View the full answer