Symbolic computations for the two-Coulomb-centers problem in the space of arbitrary dimension
Denys I. Bondar, Michal Hnatič, Volodymyr Yu. Lazur · Physics of Particles and Nuclei Letters · 2008
The case of small intercenter distances in the D-dimensional two-Coulomb-centers problem (Z 1 eZ 2) D (D ≥ 2) is studied by solving separated wave equations. The usage of the Maple symbolic computation system (Maple Waterloo Software, Inc. See http://www.maplesoft.com ) for solving the problem is under discussion. The obtained results are compared with the previous asymptotic and numerical treatments. The correspondence between energy terms of the systems (Z 1 eZ 2)3 and (Z 1 eZ 2) D is founded.