1970
DOI: 10.1086/110960
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Nonlinear Limb Darkening for Early-Type Stars

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Cited by 121 publications
(96 citation statements)
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“…These results were used to estimate the limb darkening (LD) coefficients, that were held fixed during the major fit, but perturbed during the RS stage. We used the logarithmic limb darkening law (Klinglesmith & Sobieski 1970), with the coefficients interpolated from the tables published on the PHOEBE website 9 . We found that results do not change significantly if we put LD coefficients predicted for temperatures and gravities different by 150 K and 0.5 dex.…”
Section: Light Curve Solutions and Absolute Parametersmentioning
confidence: 99%
“…These results were used to estimate the limb darkening (LD) coefficients, that were held fixed during the major fit, but perturbed during the RS stage. We used the logarithmic limb darkening law (Klinglesmith & Sobieski 1970), with the coefficients interpolated from the tables published on the PHOEBE website 9 . We found that results do not change significantly if we put LD coefficients predicted for temperatures and gravities different by 150 K and 0.5 dex.…”
Section: Light Curve Solutions and Absolute Parametersmentioning
confidence: 99%
“…If adjusted, the coefficients for the components of VZ Hya and WZ Oph turn out closest to the values by van Hamme; for AD Boo the coefficients either become unrealistic or convergence is not achieved at all. In addition, a few WD analyses with the non-linear law by Klinglesmith & Sobieski (1970) and coefficients by van Hamme (1993) were included. No improvements in the light curve fits were seen.…”
Section: Photometric Analysesmentioning
confidence: 99%
“…The bolometric albedo and the gravity-brightening coefficients were both set at the canonical value of 1.0 for stars with radiative envelopes. For the limb darkening we used a logarithmic law as defined in Klinglesmith & Sobieski (1970), with first-and second-order coefficients interpolated at each iteration for the exact T eff and log g of each component from a set of tables computed in advance using a grid of ATLAS9 model atmospheres. A mass ratio of q ¼ M S =M P ¼ 0:407 was adopted from the spectroscopic solution (x 3.2), and the temperature of the primary component was set to T P eff ¼ 26; 450 K, as discussed in x 3.3.…”
Section: The Light Curvementioning
confidence: 99%