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GR Virginis: A Deep Overcontact Binary

机译:GR Virginis:深度过度接触二进制

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Orbital period variations of the low-mass ratio (q = 0.122) overcontact binary system, GR Vir, were investigated by using two new CCD times of minimum light and other photoelectric data compiled from literatures. It is found that the O - C residuals of GR Vir show a cyclic variation with a period of 19.3 yr and an amplitude of 0.0140 days while they are undergoing a long-term decrease (dP/dt = -4.32 × 10-7 days yr-1). Meanwhile, the 1988 photoelectric observations from Cereda et al. were analyzed using the Wilson-Devinney method. Like some low-mass ratio overcontact binary stars (e.g., AW UMa), GR Vir is an A-type overcontact binary with a high degree of overcontact (f = 78.6%). By combining the spectroscopic solutions with the photometric elements, the absolute parameters of the system are determined as follows: M1 = 1.36 M⊙, M2 = 0.17 M⊙, a = 2.40 R⊙, R1 = 1.42 R⊙, R2 = 0.61 R⊙, L1 = 2.87 L⊙, and L2 = 0.48 L⊙. The long-term period decrease is interpreted as the result of mass transfer from the more massive component to the less massive one in combination with the angular momentum loss due to mass outflow from the L2 point. The conditions in GR Vir resemble those in AW UMa. Both systems show a high degree of overcontact, low mass ratios, and secular shrinking of their orbits. As their orbital periods decrease, the shrinking of the inner and outer critical Roche lobes will cause the common convective envelope to become deeper, until finally the formation of single, rapid-rotation stars is inevitable. The period oscillation may by caused either by the presence of an unseen tertiary component (e.g., a white dwarf) or by magnetic activity on the part of the primary component.
机译:低质量比(q = 0.122)过接触二元系统GR Vir的轨道周期变化是通过使用两个新的CCD最小光和其他文献汇编的光电数据研究的。发现GR Vir的O-C残留呈周期性变化,周期为19.3年,振幅为0.0140天,而它们长期下降(dP / dt = -4.32×10-7年-1)。同时,1988年Cereda等人的光电观测。使用Wilson-Devinney方法进行了分析。像一些低质量比的超接触双星(例如AW UMa)一样,GR Vir是具有高度超接触度(f = 78.6%)的A型超接触双星。通过结合光谱解决方案和光度学元素,可以确定系统的绝对参数,如下所示:M1 = 1.36 M M,M2 = 0.17M⊙,a = 2.40R⊙,R1 = 1.42R⊙,R2 = 0.61R⊙ ,L1 =2.87L⊙,L2 =0.48L⊙。长期周期减少被解释为质量从较大质量分量传递到较小质量分量的结果,再加上由于质量从L2点流出而导致的角动量损失。 GR Vir中的条件类似于AW UMa中的条件。两种系统都显示出高度的过度接触,低质量比以及其轨道的长期收缩。随着它们的轨道周期减少,内,外临界罗氏裂片的收缩将导致共同的对流包络变得更深,直到最后不可避免地形成了单个快速旋转的恒星。周期振荡可能是由于看不见的第三成分(例如白矮星)的存在或主要成分的磁性活动引起的。

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