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One-range addition theorems for generalized integer and noninteger μ Coulomb, and exponential type correlated interaction potentials with hyperbolic cosine in position, momentum, and four-dimensional spaces
作者姓名:I.I.Guseinov
作者单位:Department of Physics, Faculty of Arts and Sciences, Onsekiz Mart University, Canakkale, Turkey
摘    要:The formulae are established in position,momentum,and four-dimensional spaces for the one-range addition theorems of generalized integer and noninteger μ Coulomb,and exponential type correlated interaction potentials with hyperbolic cosine(GCTCP and GETCP HC).These formulae are expressed in terms of one-range addition theorems of complete orthonormal sets of Ψα-exponential type orbitals(Ψα-ETO),α-momentum space orbitals(α-MSO),and zα-hyperspherical harmonics(zα-HSH) introduced.The one-range addition theorems obtained can be useful in the electronic structure calculations of atoms and molecules when the GCTCP and GETCP HC in position,momentum,and four-dimensional spaces are employed.

关 键 词:correlated  interaction  potentials  one-range  additional  theorems  complete  orthonormal  sets  of  orbitals  overlap  integrals
收稿时间:2011-09-21
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