An electron with an initial kinetic energy of 2.069 eV (in a region with zero potential energy) is incident on a potential step (extending from x=0 to ∞) to V=4.233 eV. The wave is completely reflected, but what is the 1/e depth, in pm, to which the exponentially decaying probability function in the x>0 zone after the step reaches?
An electron with an initial kinetic energy of 2.069 eV (in a region with zero potential energy) is incident on a potential step (extending from x=0 to ∞) to V=4.233 eV. The wave is completely reflected, but what is the 1/e depth, in pm, to which the exponentially decaying probability function in the x>0 zone after the step reaches?
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An electron with an initial kinetic energy of 2.069 eV (in a region with zero potential energy) is incident on a potential step (extending from x=0 to ∞) to V=4.233 eV. The wave is completely reflected, but what is the 1/e depth, in pm, to which the exponentially decaying probability function in the x>0 zone after the step reaches?
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