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Validating the effective-one-body model of spinning, precessing binary black holes against numerical relativity

机译:验证旋转的有效单体模型,对数值相对性进行抗旋转二进制黑洞

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摘要

In Abbott et al. [Phys. Rev. X 6,041014 (2016)], the properties of the first gravitational wave detected by LIGO, GW150914, were measured by employing an effective-one-body (EOB) model of precessing binary black holes whose underlying dynamics and waveforms were calibrated to numerical-relativity (NR) simulations. Here, we perform the first extensive comparison of such an EOBNR model to 70 precessing NR waveforms that span mass ratios from 1 to 5, dimensionless spin magnitudes up to 0.5, generic spin orientations, and length of about 20 orbits. We work in the observer's inertial frame and include all ℓ = 2 modes in the gravitational-wave polarizations. We introduce new prescriptions for the EOB ringdown signal concerning its spectrum and time of onset. For total masses between 10M_☉ and 200M_☉, we find that precessing EOBNR waveforms have unfaithfulness within about 3% to NR waveforms when considering the Advanced-LIGO design noise curve. This result is obtained without recalibration of the inspiral-plunge signal of the underlying nonprecessing EOBNR model. The unfaithfulness is computed with maximization over time and phase of arrival, sky location, and polarization of the EOBNR waveform, and it is averaged over sky location and polarization of the NR signal. We also present comparisons between NR and EOBNR waveforms in a frame that tracks the orbital precession.
机译:在Abbott等人。 [物理。 Rev. x 6,041014(2016)],通过采用二进制黑孔的有效一体(Eob)模型来测量由Ligo,GW150914检测到的第一引力波的性质,其潜在的动力学和波形的潜在动力学和波形模型对数字相对性(NR)模拟。这里,我们执行这种Eobnr模型的第一个广泛的比较,将这种EBNR模型与70个预定NR波形的跨度比率从1到5,无量纲旋转幅度高达0.5,通用旋转方向和长度约为20轨道的跨度比较比较。我们在观察者的惯性框架中工作,并在引力波偏振中包括所有ℓ= 2模式。我们为其频谱和发作时间引入了Eob Ringdown信号的新处方。对于10m_☉和200m _的总群体,我们发现在考虑先进的Ligo设计噪声曲线时,在3%到NR波形的情况下,在3%的情况下具有不牢的eobnr波形。获得该结果而不重新重新重新重装的不适当的Eobnr模型的Inspir-Plunge信号。通过最大化的时间和到达的最大化,天空位置和Eobnr波形的极化来计算不牢性,并且它在天空位置和NR信号的偏振上平均。我们还在跟踪轨道前置的帧中的NR和Eobnr波形之间存在比较。

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  • 来源
    《Physical Review D》 |2017年第4期|024010.1-024010.18|共18页
  • 作者单位

    Max Planck Institute for Gravitational Physics (Albert Einstein Institute) Am Muehlenberg 1 Potsdam-Golm 14476 Germany;

    Max Planck Institute for Gravitational Physics (Albert Einstein Institute) Am Muehlenberg 1 Potsdam-Golm 14476 Germany;

    Max Planck Institute for Gravitational Physics (Albert Einstein Institute) Am Muehlenberg 1 Potsdam-Golm 14476 Germany Department of Physics University of Maryland College Park Maryland 20742 USA;

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