Exercise - 33: Half of a harmonic oscillator 10 point (graded) Consider the potential of the example with an infinite wa

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Exercise - 33: Half of a harmonic oscillator 10 point (graded) Consider the potential of the example with an infinite wa

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Exercise 33 Half Of A Harmonic Oscillator 10 Point Graded Consider The Potential Of The Example With An Infinite Wa 1
Exercise 33 Half Of A Harmonic Oscillator 10 Point Graded Consider The Potential Of The Example With An Infinite Wa 1 (42.92 KiB) Viewed 39 times
Exercise - 33: Half of a harmonic oscillator 10 point (graded) Consider the potential of the example with an infinite wall for x < 0 and the harmonic oscillator potential for x > 0: V(x) = { mw?z?, for x > 0. Find the WKB approximation to the lowest bound state energy E. It may help to set E = cħw with e unit free, and to use the length parameter d, with d2 τπω Write your answer in terms of ħ and w. E =
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