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arXiv 0706.4286gr-qc
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双黑洞初始数据中偏心率的测量

Measuring eccentricity in binary black-hole initial data

Jason D. Grigsby, Gregory B. Cook

摘要:

演化中的黑洞双星的初始数据可以通过许多技术构建,并且可以代表广泛的物理场景。然而,由于不同的方案参数化配置的物理方面的方式,并不总是清楚给定的初始数据集实际上代表什么。这是特别重要的quasiequilibrium数据构造使用共形薄三明治的方法。大多数初始数据研究都集中在确定代表准圆形轨道上的双星的数据集。在本文中,我们考虑的初始数据集表示等质量的黑洞二进制偏心轨道。我们将表明,有效势技术可以用来校准初始数据的黑洞双星在偏心轨道。我们还将研究几种不同的方法,包括后牛顿诊断,用于测量轨道的偏心率。最后,我们建议使用“科马尔质量差”作为一个有用的,不变的手段参数化的相对论轨道的偏心率。

英文摘要:

Initial data for evolving black-hole binaries can be constructed via many techniques, and can represent a wide range of physical scenarios. However, because of the way that different schemes parameterize the physical aspects of a configuration, it is not alway clear what a given set of initial data actually represents. This is especially important for quasiequilibrium data constructed using the conformal thin-sandwich approach. Most initial-data studies have focused on identifying data sets that represent binaries in quasi-circular orbits. In this paper, we consider initial-data sets representing equal-mass black holes binaries in eccentric orbits. We will show that effective-potential techniques can be used to calibrate initial data for black-hole binaries in eccentric orbits. We will also examine several different approaches, including post-Newtonian diagnostics, for measuring the eccentricity of an orbit. Finally, we propose the use of the ``Komar-mass difference'' as a useful, invariant means of parameterizing the eccentricity of relativistic orbits.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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