论文标题

观察性限制辐射驱动的二进制黑洞捕获事件

Observational limits on the rate of radiation-driven binary black hole capture events

论文作者

Ebersold, Michael, Tiwari, Shubhanshu, Smith, Leigh, Bae, Yeong-Bok, Kang, Gungwong, Williams, Daniel, Gopakumar, Achamveedu, Heng, Ik Siong, Haney, Maria

论文摘要

诸如球状簇和银河系核等密集的天体物理环境可以容纳黑洞的双曲线遇到,这可能会导致重力波驱动的捕获。有几种天体物理模型可以预测这些辐射驱动的捕获场景的二进制黑洞合并的一部分。在本文中,我们介绍了对重力波驱动的捕获事件的搜索的敏感性,O3是Ligo和处女座的第三次观察。我们使用由数值相对性模拟产生的捕获波形,这些模拟涵盖了四个不同的质量比和至少两个不同的初始角动量每个质量比的值。我们对O3中的短期瞬变进行了最通用的搜索,以评估此参数空间中的搜索敏感性,从而在可见的时空体积方面总质量范围很广。从可见的时空体积开始,我们首次确定此类系统的合并速率上限。在90 \%置信度的最严格的上限估计值为$ 0.2〜 \ MATHRM {GPC}^{ - 3} \,\ Mathrm {yr}^{ - 1} $,对于等量$ 200〜m_ \ odot $ binary。此外,在最近的研究中,该事件GW190521被认为是捕获事件。通过对GW190521的解释,我们发现相似事件的合并率为$ 0.47〜 \ MATHRM {GPC}^{ - 3} \,\ Mathrm {yr}^{ - 1} $。

Dense astrophysical environments like globular clusters and galactic nuclei can host hyperbolic encounters of black holes which can lead to gravitational-wave driven capture. There are several astrophysical models which predict a fraction of binary black hole mergers to come from these radiation-driven capture scenarios. In this paper we present the sensitivity of a search towards gravitational-wave driven capture events for O3, the third observing run of LIGO and Virgo. We use capture waveforms produced by numerical relativity simulations covering four different mass ratios and at least two different values of initial angular momentum per mass ratio. We employed the most generic search for short-duration transients in O3 to evaluate the search sensitivity in this parameter space for a wide range in total mass in terms of visible spacetime volume. From the visible spacetime volume we determine for the first time the merger rate upper limit of such systems. The most stringent estimate of rate upper limits at 90\% confidence is $0.2~\mathrm{Gpc}^{-3}\,\mathrm{yr}^{-1}$ for an equal mass $200~M_\odot$ binary. Furthermore, in recent studies the event GW190521 has been suggested to be a capture event. With this interpretation of GW190521, we find the merger rate of similar events to be $0.47~\mathrm{Gpc}^{-3}\,\mathrm{yr}^{-1}$.

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