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- W260034295 abstract "The convergence of the fifth order Hermite polynomial, Finite Element method is studied for electron and positron scattering from N{sub 2} and C{sub 2}H{sub 2} in the static approximation in spherical coordinates. Results are compared with a single-center method employing spherical harmonic expansions in order to compare grid size requirements to number of partial waves in the single-center method. Results will be presented at the level of phase shifts, integrated and differential cross sections." @default.
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- W260034295 title "Grid size convergence study of the finite-element method applied to electron, positron-molecule scattering" @default.
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