Consider a square well potential shown bellow where for Region 1: x0, U(x)=infinite Region 2: 0xL U(x)=0 Region 3:

/in /by

Consider a square well potential shown bellow where for

Region 1: x<0, U(x)=infinite

Region 2: 0<x<L U(x)=0

Region 3: x>L U(x)=Uo

For the case E<Uo find the form of the solutions for the three regions. EXPLAIN your choices!

Apply the boundary conditions at x=0 and x=L to find an equation for the energies allowed. (I want to see how you apply the boundary conditions, so show work)

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