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Numerical relativity meets data analysis: spinning binary black hole case

机译:数值相对论符合数据分析:旋转二元黑洞案例

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We present a study of the gravitational waveforms from a series of spinning, equal-mass black hole binaries focusing on the harmonic content of the waves and the contribution of the individual harmonics to the signal-to-noise ratio. The gravitational waves were produced from two series of evolutions with black holes of initial spins equal in magnitude and anti-aligned with each other. In one series the magnitude of the spin is varied; while in the second, the initial angle between the black hole spins and the orbital angular momentum varies. We also conduct a preliminary investigation into using these waveforms as templates for detecting spinning binary black holes. Since these runs are relativity short, containing about two to three orbits, merger and ringdown, we limit our study to systems of total mass >= 50M(circle dot). This choice ensures that our waveforms are present in the ground-based detector band without needing addition gravitational-wave cycles. We find that while the mode contribution to the signal-to-noise ratio varies with the initial angle, the total mass of the system caused greater variations in the match.
机译:我们对一系列旋转的等质量黑洞二进制文件的引力波形进行了研究,重点研究了波的谐波含量以及各个谐波对信噪比的影响。引力波由两个系列的演化产生,初始旋转的黑洞的大小相等,并且彼此反对齐。在一个系列中,自旋的大小是变化的。而在第二个中,黑洞旋转的初始角度和轨道角动量变化。我们还对将这些波形用作检测旋转的二进制黑洞的模板进行了初步研究。由于这些运行时间相对短,包含大约两到三个轨道,合并和衰荡,因此我们的研究仅限于总质量> = 50M(圆点)的系统。这种选择可确保我们的波形出现在基于地面的检测器波段中,而无需增加重力波周期。我们发现,虽然模式对信噪比的贡献随初始角度而变化,但系统的总质量导致匹配的更大变化。

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