Consider a particle of mass m in 1D described by the
HamiltonianH=p^2/2m+α(px+xp) +βx^2, where α and β are real
constants,p is the momentum, and x is the coordinate of the
particle.(a) For what values of α and β this Hamiltonian is bound
from below? (b)Find the eigenvalues of H.
Consider a particle of mass m in 1D described by the HamiltonianH=p^2/2m+α(px+xp) +βx^2, where α and β are real constant
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Consider a particle of mass m in 1D described by the HamiltonianH=p^2/2m+α(px+xp) +βx^2, where α and β are real constant
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