Abstract
view Abstract Citations (12) References (11) Co-Reads Similar Papers Volume Content Graphics Metrics Export Citation NASA/ADS The calculation of oscillator strengths and multipole radial integrals in the Coulomb approximation. Binh, D. H. ; Prudhomme, M. ; van Regemorter, H. Abstract A very simple method is presented which yields accurate values of multipole radial integrals in the Coulomb approximation, even for transitions involving high Rydberg states. It is noted that the smallest of the effective quantum numbers can be as large as 200. The previously described approach is briefly outlined with a slightly more general formulation applicable to any multipole transition in any ion with a specified net charge. A recurrence relation is pointed out which makes the calculation of the Gordon (1929) formula quite rapid and easy. Publication: The Astrophysical Journal Pub Date: June 1979 DOI: 10.1086/182976 Bibcode: 1979ApJ...230L.127B Keywords: Coulomb Potential; Integral Transformations; Multipoles; Oscillators; Rydberg Series; Transition Probabilities; Astrophysics; Atomic Spectra; Quantum Numbers; Atomic and Molecular Physics; Oscillator Strengths full text sources ADS |
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