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A particle of mass m is subjected to a force F(r) = -VV(r) such that the wave function p(p, t) satisfies the momentum-space Schrödinger equation %3D (p³/2m – aV,) p(p, t) = idp(p, t)/at, %3D where h = 1, a is some real constant and V; = a* /dp? + d² /əp, + ² /Əp? . Find the force F (r).

A particle of mass m is subjected to a force F(r) = -VV(r) such that the wave function p(p, t) satisfies the momentum-space Schrödinger equation %3D (p³/2m – aV,) p(p, t) = idp(p, t)/at, %3D where h = 1, a is some real constant and V; = a* /dp? + d² /əp, + ² /Əp? . Find the force F (r).

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A particle of mass m is subjected to a force F(r) = -VV(r) such that the wave function p(p, t) satisfies the momentum-space Schrödinger equation %3D (p²/2m – aV,) p(p, t) = idp(p, t)/ôt, %3D where h = 1, a is some real constant and V; = /dp? + 8² /əp", + a² /ðp? . Find the force F (r).
Transcribed Image Text:A particle of mass m is subjected to a force F(r) = -VV(r) such that the wave function p(p, t) satisfies the momentum-space Schrödinger equation %3D (p²/2m – aV,) p(p, t) = idp(p, t)/ôt, %3D where h = 1, a is some real constant and V; = /dp? + 8² /əp", + a² /ðp? . Find the force F (r).
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