2015
DOI: 10.1016/j.newast.2014.10.004
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A photometric study of a weak-contact binary: V873 Per

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Cited by 9 publications
(17 citation statements)
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“…Both variations of fill-out factor and period have been found in many systems e.g., CC Com (Yang et al 2009a) and V599 Aur (Hu et al 2020). More examples e.g., V873 Per shows clearly about increasing fill-out factor from 5.5 % (Samec et al 2009) to 18.1 % (Kriwattanawong & Poojon 2015), V502 Oph e.g., f = 22 % (Deb & Singh 2011) to f = 35.3 % (Zhou et al 2016). After the evolution of BM UMa reaches the stage where mass ratio q close to 1 and goes further the point q < 1.0, the binary will evolve into A-subtype as a deeper normal overcontact binary where the mass transfer takes place from the less massive component (m 2 ) to the more massive one (m 1 ), similar to the present evolutionary stage of V802 Aql (P = 0.2677 d; Yang et al 2008) where its orbital period is increasing and the fill-out factor also gradually grows (f = 35 %) at the beginning stage of A-subtype before becoming a deep low-mass ratio overcontact system.…”
Section: Discussionmentioning
confidence: 93%
“…Both variations of fill-out factor and period have been found in many systems e.g., CC Com (Yang et al 2009a) and V599 Aur (Hu et al 2020). More examples e.g., V873 Per shows clearly about increasing fill-out factor from 5.5 % (Samec et al 2009) to 18.1 % (Kriwattanawong & Poojon 2015), V502 Oph e.g., f = 22 % (Deb & Singh 2011) to f = 35.3 % (Zhou et al 2016). After the evolution of BM UMa reaches the stage where mass ratio q close to 1 and goes further the point q < 1.0, the binary will evolve into A-subtype as a deeper normal overcontact binary where the mass transfer takes place from the less massive component (m 2 ) to the more massive one (m 1 ), similar to the present evolutionary stage of V802 Aql (P = 0.2677 d; Yang et al 2008) where its orbital period is increasing and the fill-out factor also gradually grows (f = 35 %) at the beginning stage of A-subtype before becoming a deep low-mass ratio overcontact system.…”
Section: Discussionmentioning
confidence: 93%
“…This fact does not allow to prefer one of these periods of time of minima variations and it is possible that both of them are valid, also there is a possibility that only one of these periodical variations is real. Kriwattanawong & Poojon (2015) could not make a final conclusion about nature of the time variation and 6 Because of their mean square-error is greater than 2.5σ. We can not offer an explanation of this high deviation and suppose that it arises from data processing and algorithms of minima time finding (for example, if individual observations of light curve during those nights were performed with significantly longer breaks between points in comparison with other observations) rather than from physical processes.…”
Section: Light Equationmentioning
confidence: 99%
“…Times of light minima obtained from our own observations are shown in Table 2. These minima moments were determined in free search by solving the light curves at fixed geometrical parameters taken from previous study (Kriwattanawong & Poojon 2015) using a program 4 designed to calculate orbital elements.…”
Section: Light Equationmentioning
confidence: 99%
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