2012
DOI: 10.1051/0004-6361/201219815
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Discovery of a double eclipsing binary with periods near a 3:2 ratio

Abstract: The evolution of multiple stellar systems can be driven by Kozai cycles and tidal friction (KCTF), which shrink the orbit of the inner binary. There is an interesting possibility that two close binaries on a common long-period orbit experience mutually-induced KCTF. We present the discovery of a possible new quadruple system composed of two unresolved eclipsing binaries (EBs), CzeV343 (V ∼ 13.5 mag). We obtained photometric observations of CzeV343 that completely cover the two orbital periods and we successful… Show more

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Cited by 27 publications
(31 citation statements)
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“…The higher efficiency of quadruple KL cycles might give important constraints on the future evolution of the known quadruple systems such as those investigated by Tokovinin et al (2003) and Harmanec et al (2007). Explaining the nearly 3:2 period ratios of some close double eclipsing binaries (Cagaš & Pejcha 2012;Kołaczkowski et al 2013) will require understanding the quadruple dynamics near mean-motion resonance together with tidal effects.…”
Section: Discussionmentioning
confidence: 99%
“…The higher efficiency of quadruple KL cycles might give important constraints on the future evolution of the known quadruple systems such as those investigated by Tokovinin et al (2003) and Harmanec et al (2007). Explaining the nearly 3:2 period ratios of some close double eclipsing binaries (Cagaš & Pejcha 2012;Kołaczkowski et al 2013) will require understanding the quadruple dynamics near mean-motion resonance together with tidal effects.…”
Section: Discussionmentioning
confidence: 99%
“…The only plausible interpretation is that both subsystems are in a MMR with the outer orbit. For example, Cagas & Pejcha (2012) found a doubly eclipsing quadruple system (J05484+3057) with periods of 1.20937 and 0.80693 days, in a 3:2 ratio. A similar situation occurs in the massive quadruple system HD 5980, where the inner eclipsing binary has a period of 19.266 days, while its tertiary component is itself a pair with a period of 96.56 days, exactly 5 times longer (Koenigsberger et al 2014).…”
Section: Planar Systems and Resonancesmentioning
confidence: 99%
“…For example, Pawlak et al (2013) listed 15 new potential double eclipsing systems in the SMC. In addition, Cagaš & Pejcha (2012) and Lohr et al (2013) announced the discovery of new interesting double eclipsing systems. However, a similar study of the period changes for their new discovered systems is still difficult because we lack data spanning a longer time interval.…”
Section: Inconsistency Of Our Original Solution For V994 Hermentioning
confidence: 99%