Find the solution to the "half" harmonic oscillator: v(x) = ∞ x < 0 %3D kx? x > 0 %3D Compare the energy values and wave functions with those of the full harmonic oscillator. Why are some of the full solutions present and some missing in the "half" problem?

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Find the solution to the "half" harmonic oscillator:
V(x) = ∞
x < 0
%3D
x > 0
%3D
Compare the energy values and wave functions with those of the full
harmonic oscillator. Why are some of the full solutions present and some
missing in the “half" problem?
Transcribed Image Text:Find the solution to the "half" harmonic oscillator: V(x) = ∞ x < 0 %3D x > 0 %3D Compare the energy values and wave functions with those of the full harmonic oscillator. Why are some of the full solutions present and some missing in the “half" problem?
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