Exercise - 28 : Probability density and current for a special wavefunction 10 point (graded) Consider the following wave

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Exercise 28 Probability Density And Current For A Special Wavefunction 10 Point Graded Consider The Following Wave 1 (49.19 KiB) Viewed 38 times

Exercise - 28 : Probability density and current for a special wavefunction 10 point (graded) Consider the following wavefunction (2) that represents an energy eigenstate of a particle of mass m moving in a certain potential in one dimension: 1 A exp PG | P(x) da), P() > 0, A > 0. p √p(x) IO Calculate the probability density p (2) and probability current density J (x) in terms of A, m. p(x).p'(x)and I = Sp(x') dx' as necessary. Write your answers in terms of A.m, 1.x, and the functions p(x) and p(x). то p(x)= I(x) =