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1. Consider a particle of mass m and mechanical energy & moving in the potential U (x) U cosh(x/a)' where u and a are
1. Consider a particle of mass m and mechanical energy & moving in the potential U (x) U cosh(x/a)' where u and a are positive constants. (b) Now consider the motion of a particle incident on the potential from -. Find the lowest-order approximation in u/E to the observer-independent time delay AT (E) of the particle. [15]
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Introduction To Quantum Mechanics
Authors: David J. Griffiths, Darrell F. Schroeter
3rd Edition
1107189632, 9781107189638
