Time-independent perturbation of a particle in a 1d box. for this problem, you will use the potential , wavefunctions ψ ), and a. (1 point) write the zeroth-order hamiltonian hco) energies e, n b. (1 point) write the perturbation h'. c· (2 points) for the ground-state wavefunction y, compute the first-order energy correction. d. (6 points) for the ground-state wavefunction /1, compute the first-order 0), ψ10), and bo) coefficients a2, a3, and a4 of 1,2 (1 point) what is the ratio of the coefficients a4 and a2? is this answer consistent with vour answer to question 1b? e. f. (2 points) sketch the first-order wavefunction, assuming the perturbation is positive (k > 0) and small but non-negligible. clearly indicate where the maximum of the wavefunction is relative to the center of the box.
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Physics, 21.06.2019 14:00, keltaylor
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Physics, 22.06.2019 14:40, akitchen10
A5 foot by 5 foot box culvert is buried 6 feet beneath the surface of the ground. a crosssection of this very long culvert (into and out of the page) is illustrated below. assume that the soil in which the culvert is buried has the following properties: jt = 120 pcf, w = 12%, ko = 0.50, ka = 0.33, and kp = 3.00. calculate the total horizontal force per unit length of culvert (fh) felt on one of the vertical faces of the culvert.
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Time-independent perturbation of a particle in a 1d box. for this problem, you will use the potentia...
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