1971
DOI: 10.1086/151100
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A Spectroscopic Study of Algol

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Cited by 35 publications
(41 citation statements)
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“…The simultaneous light-curves analysis of β Per was made with the photometrically estimated mass ratio of q = m c /m h = 0.227 (Kim 1989). This value is in good agreement with the mass ratio q = m c /m h = 0.217 ± 0.005 which is obtained from spectroscopic work done by Hill et al (1971) and Tomkin & Lambert (1978). The temperature of the primary star was taken to be T h = 12 000 K (Kim 1989).…”
Section: Results Of the Light-curve Analysissupporting
confidence: 84%
“…The simultaneous light-curves analysis of β Per was made with the photometrically estimated mass ratio of q = m c /m h = 0.227 (Kim 1989). This value is in good agreement with the mass ratio q = m c /m h = 0.217 ± 0.005 which is obtained from spectroscopic work done by Hill et al (1971) and Tomkin & Lambert (1978). The temperature of the primary star was taken to be T h = 12 000 K (Kim 1989).…”
Section: Results Of the Light-curve Analysissupporting
confidence: 84%
“…The agreement of the Algol V sin i determinations with respect to the three standard stars ¡a Lep, 53 Tau, and m Cet, which have V sin i equal to 20, 10, and 15 km s -1 , respectively (Uesugi and Fukuda 1982), shows that this result is independent of the choice of standard star, so long as the V sin i value of the standard is much smaller than that of the program star. We also note that the V sin i value from comparison with ¡i Lep and 53 Tau, in which the He i line is weaker than in Algol, and the V sin i value from comparison with 7T Cet, in which the He i line is stronger than in Algol, are in good agreement, which indicates that the He i lines in the program, and standard, stars do Hill et al (1971), andRucinski (1979) suggested that the rotation of Algol is synchronous and estimated the synchronous V as 50, 55, and 53 km s -1 , respectively. We adopt a synchronous V of 52 ± 3 km s -1 , which is based on the separation between the primary and secondary, a sini = (9.66 ± 0.29) X 10 6 km, determined by Tomkin and Lambert (1978); the inclination i = 82 ?4 (Wilson et al 1972); and a primary fractional radius of 0.211, which is the mean of the determinations of 0.…”
Section: Analysis and Resultssupporting
confidence: 54%
“…We have computed theoretical X-ray light curves for Algol using a spherically symmetric, optically thin emitting shell coronal model. The model assumes that Algol A is 100% X-ray-dark and uses the following physical and orbital parameters: M B ¼ 0:81 M , M A ¼ 3:7 M , R B ¼ 3:5 R , R A ¼ 2:9 R , P ¼ 2:867 days, and i ¼ 81 :4 (Hill et al 1971;Tomkin & Lambert 1978;Richards et al 1988). Theoretical light curves were calculated for an array of Algol B coronal scale heights, ranging from 0.1 to 4.0 stellar radii.…”
Section: Rotational Broadening and Coronal Scale Heightmentioning
confidence: 99%