1994The Astrophysical JournalRequires access

Collisonal excitation of Fe X due to electron impact using the R-matrix method

Man Mohan, A Hibbert, A E Kingston

Open publisher page 23 citations

Abstract

The R-matrix method is used to calculate electron impact collision strengths of chlorine-like Fe X for transitions among the 14 lowest LS states, i.e., up to the 3s334(p-3) 3d state. Configuration interaction wave functions are used to represent the target states included in the R-matrix expansion. Effective collision strengths are calculated among the fine structure levels of ground state and from the ground to excited states by employing a transformation of the LS-coupled reactance matrices, and by assuming a Maxwellian velocity distribution for the incident electron. The results are tabulated for electron temperatures in the range log Te = 4.0 to log Te = 6.4 with Te expressed in kelvins.

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What this paper is about

The R-matrix method is used to calculate electron impact collision strengths of chlorine-like Fe X for transitions among the 14 lowest LS states, i.e., up to the 3s334(p-3) 3d state. Configuration interaction wave functions are used to represent the target states included in the R-matrix expansion. Effective collision strengths are calculated among the fine structure levels of ground state and from the ground to excited states by employing a transformation of the LS-coupled reactance matrices, and by assuming a Maxwellian velocity distribution for the incident electron. The results are tabulated for electron temperatures in the range log Te = 4.0 to log Te = 6.4 with Te expressed in kelvins.

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Available abstract

The R-matrix method is used to calculate electron impact collision strengths of chlorine-like Fe X for transitions among the 14 lowest LS states, i.e., up to the 3s334(p-3) 3d state. Configuration interaction wave functions are used to represent the target states included in the R-matrix expansion. Effective collision strengths are calculated among the fine structure levels of ground state and from the ground to excited states by employing a transformation of the LS-coupled reactance matrices, and by assuming a Maxwellian velocity distribution for the incident electron. The results are tabulated for electron temperatures in the range log Te = 4.0 to log Te = 6.4 with Te expressed in kelvins.

Key concepts: Physics, Excitation, Atomic physics, Excited state, Electron scattering, Electron, Matrix (chemical analysis), Electron excitation

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