Abstract

We have formulated and applied a method for solving the low-energy electron-molecule collision problem. This method treats the scattering by the local and nonlocal parts of the interaction differently. A differential equation method is used to obtain a solution of the set of coupled equations which describe the scattering by the (nonspherical) local potential. The T-matrix expansion method is used to account for the scattering by the nonlocal part of the interaction. The method is tested by application to low-energy e/sup -/-H/sub 2/ and e/sup -/-N/sub 2/ scattering in the static exchange approximation.

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