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On the Tidal Interaction of a Solar-Type Star with an Orbiting Companion: Excitation of g-Mode Oscillation and Orbital Evolution

机译:关于太阳型恒星与轨道伴侣的潮汐相互作用:g型振荡和轨道演化的激发

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We calculate the dynamical tides raised on a nonrotating solar-type star by a close stellar or planetary companion. Dissipation arising from a turbulent viscosity operating in the convection zone and radiative damping in the radiative core are considered. We compute the torque exerted on the star by a companion in circular orbit and determine the potentially observable magnitude of the tidally induced velocity at the stellar photosphere. These calculations are compared to the results obtained by assuming that a very small frequency limit can be taken in order to calculate the tidal response (equilibrium tide). For a standard solar model the latter is found to give a relatively poor approximation at the periods of interest of several days, even when the system is far from resonance with a normal mode. This behavior is caused by the small value of the Brunt-V?is?l? frequency in the interior regions of the convection zone. It is shown that although the companion may go through a succession of resonances as it spirals in under the action of the tides, for a fixed spectrum of normal modes its migration is controlled essentially by the nonresonant interaction. We find that the turbulent viscosity that is required to provide the observed circularization rates of main-sequence solar-type binaries is about 50 times larger than that simply estimated from mixing-length theory for nonrotating stars. We discuss the means by which this enhanced viscosity might be realized. These calculations are applied to 51 Pegasi. We show that the perturbed velocity induced by the tides at the stellar surface is too small to be observed. This result is insensitive to the magnitude of the turbulent viscosity assumed and is not affected by the possibility of resonance. For this system the stellar rotation and the orbital motion are expected to be synchronized if the mass of the companion is as much as 1/10 M☉.
机译:我们计算恒星或行星伴星在不旋转的太阳型恒星上引起的动力潮汐。考虑了在对流区内工作的湍流粘度引起的耗散和辐射芯的辐射阻尼。我们计算了圆形轨道上的同伴施加在恒星上的转矩,并确定了在恒星光球上潮汐诱发速度的潜在可观测幅度。将这些计算结果与通过假设可以采用非常小的频率限制来计算潮汐响应(平衡潮)而获得的结果进行比较。对于标准的太阳能模型,即使系统在正常模式下无法与之共振,也发现后者在几天的关注期内无法给出相对较差的近似值。此行为是由Brunt-V?is?l?的较小值引起的。对流区内部区域的频率。结果表明,尽管伴随者在潮汐的作用下螺旋运动时可能会经历一系列的共振,但对于正常模式的固定频谱而言,其迁移主要受非共振相互作用的控制。我们发现,提供观测到的主序列太阳型双星的环化率所需的湍流粘度大约比根据非旋转恒星的混合长度理论简单估计的湍流粘度大约50倍。我们讨论了可以实现这种提高粘度的方法。这些计算适用于51 Pegasi。我们表明,潮汐在恒星表面引起的扰动速度太小而无法观察到。该结果对假定的湍流粘度的大小不敏感,并且不受共振可能性的影响。对于该系统,如果伴星的质量高达1/10M☉,则预期星体旋转和轨道运动将同步。

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