Authors: I.I. Guseinov, B.A.Mamedov
This paper is devoted to examine a physical nature of quantum self-frictional atomic potentials and nuclear attraction forces. Using analytical formulas for the – generalized Laguerre polynomials ( -GLPs) and - generalized exponential type orbitals ( -GETOs), the self-frictional atomic potentials and nuclear attraction forces are investigated, where and is the integer ( , ) or noninteger ( , ) self-frictional quantum number. We notice that the -GLPs, the origin of which is the quantum self-frictional fields, are the radial parts of the -GETOs. The dependence of the quantum self-frictional potentials and nuclear attraction forces as a function of the distance from nucleus is analyzed. The relationships presented are valid for the arbitrary values of quantum numbers and scaling parameters.
Comments: 11 Pages.
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[v1] 2014-06-26 02:15:46
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