2011
DOI: 10.1051/0004-6361/201116911
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The HαBalmer line as an effective temperature criterion

Abstract: Aims. We attempt to derive the true effective temperature of a star from the spectroscopic observation of its Hα Balmer line profile. Methods. The method is possible thanks to advances in two respects. First there have been progresses in the theoretical treatment of the broadening mechanisms of Hα. Second, there has been a rapid increase in the number of stars with an apparent diameter measured with an accuracy of the order of 1 percent, enabling us to obtain an accurate effective temperature T eff for a dozen… Show more

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Cited by 34 publications
(47 citation statements)
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“…The Elodie Q T eff = 4 or spectroscopic scale (and hence our method, which uses it for calibration), seems to be in good agreement with the recent results of Cayrel et al (2011). These authors have calculated the effective temperature for 11 stars derived from angular diameters and bolometric fluxes, a technique which is expected to give the most fundamental measurement of the effective temperature.…”
Section: Temperature Scalessupporting
confidence: 86%
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“…The Elodie Q T eff = 4 or spectroscopic scale (and hence our method, which uses it for calibration), seems to be in good agreement with the recent results of Cayrel et al (2011). These authors have calculated the effective temperature for 11 stars derived from angular diameters and bolometric fluxes, a technique which is expected to give the most fundamental measurement of the effective temperature.…”
Section: Temperature Scalessupporting
confidence: 86%
“…the B − V/b − y Casagrande et al (2010) IRFM-based calibrations, are compatible. We also compare with three additional sources of effective temperatures: the original scale of Alonso et al (1996) adopted by Allende Prieto et al (2004) in S 4 N, the spectroscopic temperatures derived by Katz et al (1998) from Elodie spectra, and the direct determinations by Cayrel et al (2011).…”
Section: Temperature Scalesmentioning
confidence: 99%
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“…The synthetic spectrum corresponding to our final model does not perfectly fit the hydrogen line profiles; this would require a slightly lower temperature by ∼50-100 K, which is ruled out by analysis of the metal lines (see below). The difference between our final synthetic and observed profiles can be attributed to normalisation, which is always challenging for hydrogen lines observed withéchelle spectra (Fossati et al 2011), and to three dimensional effects (Cayrel et al 2011), which are not taken into account in our 1D model.…”
Section: Global Parameters -T Eff Log G and [Fe/h]mentioning
confidence: 99%
“…Effective temperature of the program stars was determined by fitting wings of the observed Hα line profiles with the theoretical Hα profiles (Fuhrmann et al 1993;Barklem 2008;Cayrel et al 2011). Theoretical line profiles were computed in LTE with a modified version of the Kurucz's BALMER code 3 , which allowed the usage of different theories for the self-broadening and Stark broadening of the line profile (see Sbordone et al 2010).…”
Section: Effective Temperaturesmentioning
confidence: 99%