1. A model of interest for quantum mechanics, due to its simplicity, corresponds to a delta wall. A delta wall is you can think of as a rectangular wall with width L and height s taking the limit when L - 0. This in mathematical terms translates into the potential V (x) = 6 (x) where 6 (x) is the delta of dirac. This system meets the boundary condition dy lo+ dy 2mS y(0) lo- - dx dx a) Solve the Schrodinger equation on both sides of the wall (x <0 and x> 0) for the case where the incident particles have energy 0
1. A model of interest for quantum mechanics, due to its simplicity, corresponds to a delta wall. A delta wall is you can think of as a rectangular wall with width L and height s taking the limit when L - 0. This in mathematical terms translates into the potential V (x) = 6 (x) where 6 (x) is the delta of dirac. This system meets the boundary condition dy lo+ dy 2mS y(0) lo- - dx dx a) Solve the Schrodinger equation on both sides of the wall (x <0 and x> 0) for the case where the incident particles have energy 0
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