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We considered an electron of mass m moving in a delta function periodic potential of strength g and periodicity a. Show that the slope of
We considered an electron of mass m moving in a delta function periodic potential of strength g and periodicity a. Show that the slope of the wavefunction (which must satisfy the Schrodinger equation) must suffer a discontinuity across each delta function of a certain magnitude. Express this discontinuity in terms of the mass of the electron m, the strength g, and Planck's constant
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