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arXiv 1306.1819astro-ph.SR
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KIC 4544587:一个具有δ尺度脉动和潮汐激发模的偏心短周期双星系统

KIC 4544587: an Eccentric, Short Period Binary System with delta Sct Pulsations and Tidally Excited Modes

K. M. Hambleton, D. W. Kurtz, A. Prsa, J. A. Guzik, K. Pavlovski, S. Bloemen, J. Southworth, K. Conroy, S. P. Littlefair, J. Fuller

摘要:

我们提出了开普勒测光和地基光谱的KIC 4544587,一个短周期的偏心食双星系统的自激压力和重力模式,潮汐激发模式,潮汐影响的p模式,和快速拱点运动的182 y每周期。KIC 4544587的主要和次要成分分别位于Hurtzsprung-Russell图的Scuti δ和Dor γ不稳定区域。通过应用PHOEBE二元模拟软件对用威廉·赫歇尔望远镜和KPNO的4米Mayall望远镜获得的预白化开普勒光度数据和径向速度数据进行处理,确定了这个重要系统的基本参数,包括恒星质量1.98+/-0.07 MSun和1.60+/-0.06 MSun,以及半径,一次和二次组件分别为1.76+/-0.03 RSun和1.42+/-0.02 RSun。剩余数据的频率分析揭示了31个模式,14个在重力模式区和17个在压力模式区。在14种重力模式中,有8种是轨道谐波:潮汐共振的特征。虽然测得的这些模式的振幅可能部分归因于残余信号从二进制模型减法,我们证明,通过考虑折叠光变曲线,这些频率实际上对应于潮汐激发脉动。此外,我们提出了一个阶梯图的压力模式的频率区域(模的轨道频率),并证明潮汐也影响的p模式。首先看一下星震学暗示,第二个组成部分是负责的p模式,这是相反的,我们的期望,较热的恒星应该脉动在更高的径向泛音,更高的频率p模式。

英文摘要:

We present Kepler photometry and ground based spectroscopy of KIC 4544587, a short-period eccentric eclipsing binary system with self-excited pressure and gravity modes, tidally excited modes, tidally influenced p modes, and rapid apsidal motion of 182 y per cycle. The primary and secondary components of KIC 4544587 reside within the delta Scuti and gamma Dor instability region of the Hurtzsprung-Russell diagram, respectively. By applying the binary modelling software PHOEBE to prewhitened Kepler photometric data and radial velocity data obtained using the William Herschel Telescope and 4-m Mayall telescope at KPNO, the fundamental parameters of this important system have been determined, including the stellar masses, 1.98+/-0.07 MSun and 1.60+/-0.06 MSun, and radii, 1.76+/-0.03 RSun and 1.42+/-0.02 RSun, for the primary and secondary components, respectively. Frequency analysis of the residual data revealed 31 modes, 14 in the gravity mode region and 17 in the pressure mode region. Of the 14 gravity modes 8 are orbital harmonics: a signature of tidal resonance. While the measured amplitude of these modes may be partially attributed to residual signal from binary model subtraction, we demonstrate through consideration of the folded light curve that these frequencies do in fact correspond to tidally excited pulsations. Furthermore, we present an echelle diagram of the pressure mode frequency region (modulo the orbital frequency) and demonstrate that the tides are also influencing the p modes. A first look at asteroseismology hints that the secondary component is responsible for the p modes, which is contrary to our expectation that the hotter star should pulsate in higher radial overtone, higher frequency p modes.

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