The dynamics of a particle moving one-dimensionally in a potential V (x) is governed by the Hamiltonian Ho = p²/2m + V (x), where p = is the momentuin operator. Let E, n = of Ho. Now consider a new Hamiltonian H given parameter. Given A, m and E, find the eigenvalues of H. -ih d/dx 1, 2, 3, ... , be the eigenvalues Ho + Ap/m, where A is a %3|
The dynamics of a particle moving one-dimensionally in a potential V (x) is governed by the Hamiltonian Ho = p²/2m + V (x), where p = is the momentuin operator. Let E, n = of Ho. Now consider a new Hamiltonian H given parameter. Given A, m and E, find the eigenvalues of H. -ih d/dx 1, 2, 3, ... , be the eigenvalues Ho + Ap/m, where A is a %3|
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Transcribed Image Text:The dynamics of a particle moving one-dimensionally in a potential V (x)
is governed by the Hamiltonian Ho = p²/2m + V (x), where p =
is the momentuin operator. Let E, n =
of Ho. Now consider a new Hamiltonian H
given parameter. Given A, m and E, find the eigenvalues of H.
-ih d/dx
1, 2, 3, ... , be the eigenvalues
Ho + Ap/m, where A is a
%3|
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