1936
DOI: 10.1093/mnras/96.3.268
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Absorption Coefficients and Hydrogen Line Intensities.⋆

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Cited by 85 publications
(93 citation statements)
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“…We have also shifted the cross-sections to the ob- served edge energies of Cr i states from the NIST 2 database, because the latter are more accurate than the calculated LS term energies from Nahar (2009). Photoionization from the other Cr i and Cr ii states is computed with a formula of Kramer (Menzel & Pekeris 1935) corrected for the ion charge (Rutten 2003) and using the effective hydrogen-like principle quantum number n * . The use of effective quantum number increases the cross-sections at the ionization edge for low-lying levels and reduces them for some levels of high excitation that is more realistic than the original hydrogenic approximation.…”
Section: Statistical Equilibrium Calculationsmentioning
confidence: 99%
“…We have also shifted the cross-sections to the ob- served edge energies of Cr i states from the NIST 2 database, because the latter are more accurate than the calculated LS term energies from Nahar (2009). Photoionization from the other Cr i and Cr ii states is computed with a formula of Kramer (Menzel & Pekeris 1935) corrected for the ion charge (Rutten 2003) and using the effective hydrogen-like principle quantum number n * . The use of effective quantum number increases the cross-sections at the ionization edge for low-lying levels and reduces them for some levels of high excitation that is more realistic than the original hydrogenic approximation.…”
Section: Statistical Equilibrium Calculationsmentioning
confidence: 99%
“…Instead, a simpler formula was used and is based on the assumption that each perturbation energy level is far away from the line being analyzed [22]. Under this assumption, the full width at half maximum due to stark broadening can be expressed as, …”
Section: Line Emission (Bound-bound Transitions)mentioning
confidence: 99%
“…are n1/2 Rn 1)n -t Extensive tables of the exact hydrogen cross sections have been given by Burgess (1964) A formula for gff given by Menzel and Pekeris (1935), Eq. (3.2-221), has frequently been .sed in opacity calculations (e.g., Mayer, 1948;Moszkowski and Meyerott, 1951 Moszkowski and Meyerott, 1951.…”
Section: F Nlmentioning
confidence: 99%
“…This can be done by such techniques as approximating the sum over discrete states by integrals, by using the Saha equation (perhaps restricted to two states of ionization) to evaluate the occupation numbers, and noting the close relation between the expressions for the bound-free and free-free cross sections. Menzel and Pekeris (1935) derive the approximate formula for the combination of bound-free and free-free absorption coefficients: Pappert and Penner, 1961;Penner and Thomas, 1964;Stewart and Pyatt, 1961;Bond, Watson, and Welch, 1965, Sec. 11-4.2;Unsold, 1955, Sec.…”
Section: '(V)mentioning
confidence: 99%
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