Summation of partial wave expansions in the scattering by long range potentials. II. Numerical applications
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The numerical application of a sequence transformation method proposed in a previous work is considered for the calculation of differential cross-sections corresponding to processes where long range interactions are important. The advantages of the approach, as a summation algorithm for the partial wave expansion of the scattering amplitude, are shown for the cases of scattering by the Lennard-Jones, repulsive inverse square, and Coulombic potentials, and for the scattering of electrons by helium in the intermediate energy range. Furthermore, the method proves to be a regularizing procedure for divergent and oscillating partial wave expansions. © 1979 American Institute of Physics.
How to cite this document
Garibotti, C. R.; Grinstein, F. F.. Summation of partial wave expansions in the scattering by long range potentials. II. Numerical applications. Journal of Mathematical Physics, v. 20, n. 1, p. 141-147, 1978. Available at: <http://hdl.handle.net/11449/231080>.