Consider the one-dimensional wave (x) = A(x/xo)" e-T/To where A, n and xo are constants. Using Schrodinger's equation, find the potential V(x) and energy E for which this wave function is an eigenfunction. (Assume that as x →∞, V(x) → 0).
Consider the one-dimensional wave (x) = A(x/xo)" e-T/To where A, n and xo are constants. Using Schrodinger's equation, find the potential V(x) and energy E for which this wave function is an eigenfunction. (Assume that as x →∞, V(x) → 0).
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![1. Consider the one-dimensional wave function
Y(x) = A(x/xo)” e-1/10
where A, n and xo are constants. Using Schrodinger's equation, find the potential V(x) and
energy E for which this wave function is an eigenfunction. (Assume that as x →∞, V(x) → 0).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0f71bc4f-b443-409b-900a-c5e680e620b6%2Fee0a28dd-9f8d-4d43-ae5b-62585fb4d36d%2Fyi8ac3u_processed.png&w=3840&q=75)
Transcribed Image Text:1. Consider the one-dimensional wave function
Y(x) = A(x/xo)” e-1/10
where A, n and xo are constants. Using Schrodinger's equation, find the potential V(x) and
energy E for which this wave function is an eigenfunction. (Assume that as x →∞, V(x) → 0).
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