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2. Consider a stationary state having a wave function periodic in time, namely, that there exists a time T for which ¥(x,t) = ¥(x,t + T). Find the allowed values of the energy in terms of T.

2. Consider a stationary state having a wave function periodic in time, namely, that there exists a time T for which ¥(x,t) = ¥(x,t + T). Find the allowed values of the energy in terms of T.

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2. Consider a stationary state having a wave function periodic in time, namely, that there exists a time T for which ¥(x,t) = µ(x,t + T). Find the allowed values of the energy in terms of T.
Transcribed Image Text:2. Consider a stationary state having a wave function periodic in time, namely, that there exists a time T for which ¥(x,t) = µ(x,t + T). Find the allowed values of the energy in terms of T.
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