question archive The initial state of a particle of mass m in a harmonic oscillator potential with angular frequency w cantered at x = 0 is given by 4 (x, 0) = Enzo Cnn(x) where Un (x) are the (normalized) energy eigenstates of the harmonic oscillator
The initial state of a particle of mass m in a harmonic oscillator potential with angular frequency w cantered at x = 0 is given by 4 (x, 0) = Enzo Cnn(x) where Un (x) are the (normalized) energy eigenstates of the harmonic oscillator
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The initial state of a particle of mass m in a harmonic oscillator potential with angular frequency w cantered at x = 0 is given by 4 (x, 0) = Enzo Cnn(x) where Un (x) are the (normalized) energy eigenstates of the harmonic oscillator. It is known that in this expansion, c1 = = WIN - and C5 = (e) EXTRA CREDIT (10 points): At some later time, a o-function potential spike is added at x = 0. Describe how the wave function of this particle will change due to this added potential.
