The Observation and Analysis of Stellar Photospheres 2005
DOI: 10.1017/cbo9781316036570.020
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Velocity fields in stellar photospheres

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Cited by 82 publications
(114 citation statements)
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“…If the inclination is decreased from 90 to 60 , the range of the secondary mass is 0.95-1.27 M . Thus, from Table B1 of Gray (1992), the secondary is likely a late-F or G dwarf. Such a spectral type is consistent with the lack of detection of its lines in our red wavelength spectra.…”
Section: Hd 37824mentioning
confidence: 99%
“…If the inclination is decreased from 90 to 60 , the range of the secondary mass is 0.95-1.27 M . Thus, from Table B1 of Gray (1992), the secondary is likely a late-F or G dwarf. Such a spectral type is consistent with the lack of detection of its lines in our red wavelength spectra.…”
Section: Hd 37824mentioning
confidence: 99%
“…For instance, one of the unknown parameters in fitting FeH lines is the constant of van der Waals broadening γ Waals . It was shown in Shulyak et al (2010) that, in order to fit FeH lines in GJ 1002 with a given T eff = 3100 K and υ sin i = 2.5 km s −1 , the value of γ Waals must be increased by an enhancement factor of f (γ Waals ) = 3.5 compared to a classical value given in Gray (1992). Different combinations of atmospheric parameters, such as iron abundance, γ Waals , and υ sin i, could provide the same accurate fit to the observed spectra: a change in one of these parameter could be compensated for (to a certain extent) by an opposite change in the others.…”
Section: Testing Molecular and Atomic Diagnosticsmentioning
confidence: 99%
“…Specifically, v sin i is related to the FWHM of the Gaussian that better describes the peak of the cross-correlation function by a calibration function. In order to derive the calibration function, we first cross-correlated each template spectrum with itself artificially broadened at different velocities using the rotational profile of Gray (1992); then, we fitted the relation between the values of FWHM and the rotational velocities with a third order polynomial.…”
Section: Rotational Velocitiesmentioning
confidence: 99%