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- W2002605505 abstract "We consider the evaluation of energy derivatives of the S matrix, dS(E)/dE, using our recently developed time-independent wavepacket (TIW) theory of quantum scattering. This approach, combined with a polynomial representation of the full time-independent Green function, results in analytical expressions for the energy dependence of S(E), and dS(E)/dE)/dE. Specific expressions are based on Chebychev polynomials, but the approach is general, for any choice of orthogonal polynomials. Analytical expressions for S(E) and dS(E)/dE make possible simultaneous evaluation of the lifetime or time-delay matrix and the S-matrix for any energies desired." @default.
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- W2002605505 title "Analytical evaluation of the energy derivative of the S matrix in the time-independent wavepacket approach to quantum scattering" @default.
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- W2002605505 doi "https://doi.org/10.1016/0009-2614(94)00152-9" @default.
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