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Consider a particle of energy E moving in a one-dimensional potential well V(q), such that |dv « {m(E – V)}3/2. dq Show that the allowed values of the momentum p of the particle are such that f pdg = n+ h, 2

Consider a particle of energy E moving in a one-dimensional potential well V(q), such that |dv « {m(E – V)}3/2. dq Show that the allowed values of the momentum p of the particle are such that f pdg = n+ h, 2

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2.5. Consider a particle of energy E moving in a one-dimensional potential well V(q), such that |dV mh « (m(E – V)}3/2. dq Show that the allowed values of the momentum p of the particle are such that p pdq n+
Transcribed Image Text:2.5. Consider a particle of energy E moving in a one-dimensional potential well V(q), such that |dV mh « (m(E – V)}3/2. dq Show that the allowed values of the momentum p of the particle are such that p pdq n+
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