The ground state wave function for the quantum mechanical simple harmonic oscillator is of the form, y(x)= A,e-** mo, a = where A, is the normalization factor and a is a constant that depends on the mass and classical frequency of the oscillator. Find the normalization factor in terms of the mass and classical frequency w, The following definite integral should be helpful: 1 2a
The ground state wave function for the quantum mechanical simple harmonic oscillator is of the form, y(x)= A,e-** mo, a = where A, is the normalization factor and a is a constant that depends on the mass and classical frequency of the oscillator. Find the normalization factor in terms of the mass and classical frequency w, The following definite integral should be helpful: 1 2a
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Transcribed Image Text:The ground state wave function for the quantum mechanical simple harmonic oscillator is of
the form,
y(x)= A,e-**
mo,
a =
where A, is the normalization factor and a is a constant that depends on the mass and
classical frequency of the oscillator. Find the normalization factor in terms of the mass and
classical frequency w, The following definite integral should be helpful:
1
2a
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