An electron is confined to an infinite 1-dimensional well of width L = 1.5 nm. At t = 0 it is in a superposition of the ground state and second excited state: Ψ(x,t=0) = aΨ1 + bΨ3 , where Ψ1 and Ψ3 are individually normalized. What is the frequency of oscillation f of the spatial probability density?
An electron is confined to an infinite 1-dimensional well of width L = 1.5 nm. At t = 0 it is in a superposition of the ground state and second excited state: Ψ(x,t=0) = aΨ1 + bΨ3 , where Ψ1 and Ψ3 are individually normalized.
What is the frequency of oscillation f of the spatial probability density?
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