Open Access. Powered by Scholars. Published by Universities.®
Articles 1 - 2 of 2
Full-Text Articles in Physics
Reduced Form For Coulomb-Wave Multicenter Integrals, Jack C. Straton
Reduced Form For Coulomb-Wave Multicenter Integrals, Jack C. Straton
Physics Faculty Publications and Presentations
In a previous paper [J. C. Straton, Phys. Rev. A 41, 71 (1990)] an integro-differential transform was introduced and utilized to obtain the analytically reduced form for multicenter integrals composed of general-state hydrogenic orbitals, Yukawa or Coulomb potentials, and plane waves. The present paper extends this result to include Coulomb waves.
Reduced Form For The General-State Multicenter Integral From An Integro-Differential Transform, Jack C. Straton
Reduced Form For The General-State Multicenter Integral From An Integro-Differential Transform, Jack C. Straton
Physics Faculty Publications and Presentations
In a previous paper Gaussian transforms were utilized to obtain the analytically reduced form for the class of multicenter integrals containing a product of hydrogenic orbitals for s states, Yukawa or Coulomb potentials, and plane waves. In the present paper a related transformation is developed for nonspherical functions, leading to the reduced form for multicenter integrals that include hydrogenic orbitals representing states of arbitrary angular momentum.