1967
DOI: 10.1086/149239
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Statistical-Equilibrium Model Atmospheres for Early-Type Stars. I. Hydrogen Continua

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Cited by 45 publications
(23 citation statements)
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“…We solve the partial redistribution (PRD) only for Ly (in the future we plan to include PRD in other lines as well). For the results shown here we used the ionization collisional rates of Mihalas (1967; see references therein for the original sources) and the collisional excitation rates of Burke et al (1967) and Sampson & Golden (1970), which are relatively large compared to other published ones. For estimating effects of collision rates uncertainties, we have also performed NLTE calculations using collisional excitation and ionization rates from Johnson (1972), with the following exception: for transitions between the lowest five levels we used the values of Aggarwal et al (1991).…”
Section: The H and H-nlte Calculationsmentioning
confidence: 99%
“…We solve the partial redistribution (PRD) only for Ly (in the future we plan to include PRD in other lines as well). For the results shown here we used the ionization collisional rates of Mihalas (1967; see references therein for the original sources) and the collisional excitation rates of Burke et al (1967) and Sampson & Golden (1970), which are relatively large compared to other published ones. For estimating effects of collision rates uncertainties, we have also performed NLTE calculations using collisional excitation and ionization rates from Johnson (1972), with the following exception: for transitions between the lowest five levels we used the values of Aggarwal et al (1991).…”
Section: The H and H-nlte Calculationsmentioning
confidence: 99%
“…The short-wavelength continuum benefits from the use of ff-cross sections from Sutherland (1998) 3 which replace the older fit formula from Mihalas (1967). More importantly, the continuum flux depends on the treatment of the b f -transitions.…”
Section: Nlte Models For Pure Hydrogen Atmospheresmentioning
confidence: 99%
“…There polynomial fits in wavelength λ and temperature T , sometimes also in Θ = 5040/T , to the opacities are taken from Carbon & Gingerich (1969). The Gaunt factors are calculated, also via analytical expressions in λ and Θ, following Mihalas (1967). With known continuum opacities it is now easy to locate the position in the atmosphere where τ 5000 = 1.…”
Section: Opacitiesmentioning
confidence: 99%