Consider a potential in three regions: when x < 0, V goes to infinity. When x > L, the potential is zero. Between 0 < x < L, the potential is V0. (A) Find the unnormalized wavefunctions for a stream of particles incident from the positive x axis (moving from positive to the negative x direction) in each of the three regions. The energies of these particles are less than V0. (B) set up the boundary conditions at x = 0 and x = L, but do not solve for anything not trivial.
Consider a potential in three regions: when x < 0, V goes to infinity. When x > L, the potential is zero. Between 0 < x < L, the potential is V0. (A) Find the unnormalized wavefunctions for a stream of particles incident from the positive x axis (moving from positive to the negative x direction) in each of the three regions. The energies of these particles are less than V0. (B) set up the boundary conditions at x = 0 and x = L, but do not solve for anything not trivial.
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Consider a potential in three regions: when x < 0, V goes to infinity.
When x > L, the potential is zero. Between 0 < x < L, the potential is V0.
(A) Find the unnormalized wavefunctions for a stream of particles incident from
the positive x axis (moving from positive to the negative x direction) in each of the three
regions. The energies of these particles are less than V0.
(B) set up the
boundary conditions at x = 0 and x = L, but do not solve for anything not
trivial.
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