Consider a d-functional potential well U(r) = -V8(r - a) spaced by the distance a from an infinite potential barrier U(r) = o at r < 0, as shown in the figure below. Obtain an equation for the energy level En of a bound state in the well. Using this equalion, find the minimum distance a. of the well from the barrier at which the bound state in the well disappears for all a < ac. %3D Infinite potential barrier - Eg Energy level of a bound state U(z) = -Vő(r - a)-
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