29. An electron with energy E = 30 eV encounters infini

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29. An electron with energy E = 30 eV encounters infini

29. An electron with energy E = 30 eV encounters infinitely extended rectangular potential threshold height U0 = 31 eV. Determine the relative density of the electron probability η stay in the area at a distance of 2 x = 100 pm from the border regions (ie the ratio of the probability density of the electron residence at x = 100 pm to the probability density of his stay in the border area at x = 0).

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Detailed solution. Decorated in Microsoft Word 2003. (Target decided to use formula editor)

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