A particle of mass m is initially in the ground state of a one-dimensional infinite square well, with potential V(z) = {
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A particle of mass m is initially in the ground state of a one-dimensional infinite square well, with potential V(z) = {
A particle of mass m is initially in the ground state of a one-dimensional infinite square well, with potential V(z) = { = Too, So, (0 < x < a) elsewhere At time t 0, a sudden perturbation Vį is turned on V (0 < x <a/2) Việc) 0 (a/2 < x <a) elsewhere After a time T, the perturbation is turned off. Find the probability that the particle will be find in the first excited state of the unperturbed system. = {
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