Abstract
A novel procedure is devised in order to obtain closed-form expressions of the Dirac-Coulomb radial integrals in terms of the Dirac energy ɛ={1+/[v+(- , where v=n-‖k‖, and of the Dirac quantum number k(j+(1/2)). In this procedure, well adapted for symbolic computation, the fundamental array of the radial integrals is obtained from the array.
- Received 25 March 1985
DOI:https://doi.org/10.1103/PhysRevA.32.2044
©1985 American Physical Society