A particle of mass m in one dimension is bound to a fixed center by an attractive
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A particle of mass m in one dimension is bound to a fixed center by an attractive δ-function potential:
At t = 0, the potential is suddenly switched off (that is, V = 0 for t > 0). Find the wave function for t > 0. (Be quantitative! But you need not attempt to evaluate an integral that may appear.)
Transcribed Image Text:
V(x)=-18(x), (λ > 0).
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To find the wave function for the particle with mass m after the potential is suddenly switched off at t 0 we can use the timedependent Schrdinger equ...View the full answer
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