论文标题

783开Kpler(接近)接触二进制的物理参数的贝叶斯分析:极端质量比率系统和新的质量比与周期下限的新质量比率

A Bayesian Analysis of Physical Parameters for 783 Kepler (Near-)Contact Binaries: Extreme-Mass-Ratio Systems and a New Mass Ratio versus Period Lower Limit

论文作者

Kobulnicky, Henry A., Molnar, Lawrence A., Cook, Evan M., Henderson, Lauren E.

论文摘要

接触二进制星系代表了二元演化的长期倒数第二阶段。其物理参数的人口统计信息,告知人们对二元进化途径和最终产品的了解。我们使用光曲线和新的光谱法来对开普勒场的近距离($ p $> 0.5 d)的尾巴进行十个(近)接触系统的试验研究。我们使用Phoebe光曲线模型来计算五个主系统参数上的贝叶斯概率。从光谱中测得的质量比和第三点贡献与光曲线推断的质量比非常吻合。试点研究系统具有极高的质量比$ Q $ <0.32。大多数是三元组。分析783 0.15 d <$ p $ <2 d(接近)接触二进制的公正样本导致178个可能的接触系统,114个可能的分离系统以及491个模棱两可的系统,我们报告了最佳拟合和第16/50/50/84个百分位数参数。接触系统很少见,$> 0.5 d,$ Q $> 0.8的系统也很少。存在一个经验质量比下限$ q_ {min} $($ p $)$ \ $ \ $ 0.05---0.15,低于其中,没有接触系统不存在,从而支持了一组新的理论预测,该预测通过在质量和角度动量保护的约束下建模接触系统的演变。合并前系统应长时间和接近该质量比的下限,从$ Q $ = 0.044,对于$ p $ = 0.74 d,到$ q $ = 0.15,$ p $ = 2.0 d。这些发现支持了一种场景,在这种情况下,主要(较大)恒星的核演变将质量转移到初级,从而将系统转移到极端的$ Q $和更大的$ p $,直到达尔文不稳定以$ q_ {min} $的形式发作。

Contact binary star systems represent the long-lived penultimate phase of binary evolution. Population statistics of their physical parameters inform understanding of binary evolutionary pathways and end products. We use light curves and new optical spectroscopy to conduct a pilot study of ten (near-)contact systems in the long-period ($P$>0.5 d) tail of close binaries in the Kepler field. We use PHOEBE light curve models to compute Bayesian probabilities on five principal system parameters. Mass ratios and third-light contributions measured from spectra agree well with those inferred from the light curves. Pilot study systems have extreme mass ratios $q$<0.32. Most are triples. Analysis of the unbiased sample of 783 0.15 d<$P$<2 d (near-)contact binaries results in 178 probable contact systems, 114 probable detached systems, and 491 ambiguous systems for which we report best-fitting and 16th/50th/84th percentile parameters. Contact systems are rare at periods $P$>0.5 d, as are systems with $q$>0.8. There exists an empirical mass ratio lower limit $q_{min}$($P$)$\approx$0.05--0.15 below which contact systems are absent, supporting a new set of theoretical predictions obtained by modeling the evolution of contact systems under the constraints of mass and angular momentum conservation. Pre-merger systems should lie at long periods and near this mass ratio lower limit, which rises from $q$=0.044 for $P$=0.74 d to $q$=0.15 at $P$=2.0 d. These findings support a scenario whereby nuclear evolution of the primary (more massive) star drives mass transfer to the primary, thus moving systems toward extreme $q$ and larger $P$ until the onset of the Darwin instability at $q_{min}$ precipitates a merger.

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