2012
DOI: 10.1016/j.nrjag.2012.12.003
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Orbital period changes and possible stellar wind mass loss in the algol-type binary system AT Pegasi

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Cited by 5 publications
(3 citation statements)
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“…Savedoff (1951) was the first to notice that the orbital period was variable. Although the secular change in the eclipse timing variations has been noted by recent studies (Margrave 1981;Gudur et al 1987;Liakos et al 2012a;Hanna 2012), Liakos et al (2012a) noticed also the discrepancy between the configuration and the direction of the mass transfer. They suggested either mass loss via stellar winds or system angular momentum loss via magnetic braking as possible explanations.…”
Section: At Pegmentioning
confidence: 82%
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“…Savedoff (1951) was the first to notice that the orbital period was variable. Although the secular change in the eclipse timing variations has been noted by recent studies (Margrave 1981;Gudur et al 1987;Liakos et al 2012a;Hanna 2012), Liakos et al (2012a) noticed also the discrepancy between the configuration and the direction of the mass transfer. They suggested either mass loss via stellar winds or system angular momentum loss via magnetic braking as possible explanations.…”
Section: At Pegmentioning
confidence: 82%
“…They suggested either mass loss via stellar winds or system angular momentum loss via magnetic braking as possible explanations. Periodic variations in the O-C diagram have been also noted and attributed to unseen third bodies with parameters differing from one study to another (Borkovits & Hegedus 1995, 1996Liakos et al 2012a), or to magnetic activity with single (Sarna et al 1997), or to multiple cycles (Hanna 2012). However there is no firm evidence for strong magnetic activity other than enhanced X-ray emission (Hanna 2012).…”
Section: At Pegmentioning
confidence: 99%
“…Between these jumps, the period is assumed to have undergone a steady decrease. Similar systems, such as Y Psc, BO Mon, Z Per, and UU And have been studied by Qian [21,22], AT Peg by Hanna [9], BB Peg by Hanna and Awadalla [10]. Using the least squares method, a linear function in each portion is used to obtain the best fit to the (O −C) 2 values:…”
Section: Period Variation Studymentioning
confidence: 99%