论文标题

建模中子星黑洞合并的重力波签名:phenomnsbh

Modeling the gravitational wave signature of neutron star black hole coalescences: PhenomNSBH

论文作者

Thompson, Jonathan E., Fauchon-Jones, Edward, Khan, Sebastian, Nitoglia, Elisa, Pannarale, Francesco, Dietrich, Tim, Hannam, Mark

论文摘要

黑洞二进制(BBH)和中子二进制(BNS)系统存在准确的重力波(GW)信号模型,它们与迄今为止所有已发表的GW观测值一致。尚未确认对第三类紧凑型二进制系统,中子星黑洞(NSBH)二进制文件的检测,但在不久的将来都急切地等待。对于NSBH系统,GW模型在信号的可行参数空间中不存在。在这项工作中,我们介绍了由NSBH系统产生的GWS的频域现象学模型,质量比从等量等同到15,在黑洞上旋转到$ |量的无量纲自旋旋转到无量纲的自旋= 0.5 $,并且潮汐变形范围从0(BBH限制到5000个模型)。通过单个潮汐变形性参数参数化的振幅模型。该振幅模型与描述潮汐校正的分析阶段模型结合使用。将所得的近似值与公共可用的NSBH数值模拟和由数值 - 余量模拟和潮汐灵感近似值构建的混合波形进行了比较。对于第二代地面检测器观察到的大多数信号,将很难单独使用GW信号将单个NSBH系统与BNSS或BBHS区分开,因此要明确识别NSBH系统。

Accurate gravitational-wave (GW) signal models exist for black hole binary (BBH) and neutron-star binary (BNS) systems, which are consistent with all of the published GW observations to date. Detections of a third class of compact-binary systems, neutron-star black hole (NSBH) binaries, have not yet been confirmed, but are eagerly awaited in the near future. For NSBH systems, GW models do not exist across the viable parameter space of signals. In this work we present the frequency-domain phenomenological model, PhenomNSBH, for GWs produced by NSBH systems with mass ratios from equal-mass up to 15, spin on the black hole up to a dimensionless spin of $|χ|=0.5$, and tidal deformabilities ranging from 0 (the BBH limit) to 5000. We extend previous work on a phenomenological amplitude model for NSBH systems to produce an amplitude model that is parameterized by a single tidal deformability parameter. This amplitude model is combined with an analytic phase model describing tidal corrections. The resulting approximant is compared to publicly-available NSBH numerical-relativity simulations and hybrid waveforms constructed from numerical-relativity simulations and tidal inspiral approximants. For most signals observed by second-generation ground-based detectors, it will be difficult to use the GW signal alone to distinguish single NSBH systems from either BNSs or BBHs, and therefore to unambiguously identify an NSBH system.

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