For a particle in one dimension in a region of constant potential energy Vo, the angular frequency w and the wave number k of its associated wave function are related by h²k? ħw = + Vo 2m а) - Verify that, if a monochromatic wave of the form ý = ei(kz-wt) is substituted into the Schrödinger time dependent equation, the above relation is reproduced. b) - c) In which region(s) of space are you most likely to find this particle? Why do we demand that the wavefunction be identically zero outside of the "box" in the particle in a box model?

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For a particle in one dimension in a region of constant potential energy Vo, the angular
frequency w and the wave number k of its associated wave function are related by
h²k?
ħw =
+ Vo
2m
а) -
Verify that, if a monochromatic wave of the form ý = ei(kz-wt) is substituted
into the Schrödinger time dependent equation, the above relation is reproduced.
b) -
c)
In which region(s) of space are you most likely to find this particle?
Why do we demand that the wavefunction be identically zero outside of
the "box" in the particle in a box model?
Transcribed Image Text:For a particle in one dimension in a region of constant potential energy Vo, the angular frequency w and the wave number k of its associated wave function are related by h²k? ħw = + Vo 2m а) - Verify that, if a monochromatic wave of the form ý = ei(kz-wt) is substituted into the Schrödinger time dependent equation, the above relation is reproduced. b) - c) In which region(s) of space are you most likely to find this particle? Why do we demand that the wavefunction be identically zero outside of the "box" in the particle in a box model?
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