Quantum scattering under gradually varying potential
by Utama Yongky
THESIS
2013
M.Phil. Physics
vii, 30 pages ; 30 cm
Abstract
In this work we consider quantum mechanical scattering of a charged particle by a
slowly-varying time-dependent potential. By solving the time-dependent Schrödinger's
equation we found a general solution correct up to first order of the time-derivative of the
time-dependent potential. Then the consequences to the unitarity and phase shifts are
discussed, along with the effects to Friedel Sum Rule, Fumi Theorem and Berry Phase.
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