识别脉冲星定时阵列发现的超大质量黑洞双星的寄主星系

Polina Petrov, Stephen R. Taylor, Maria Charisi and Chung-Pei Ma
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摘要

超大质量黑洞双星(SMBHBs)被认为是在星系合并中形成的,有可能产生电磁辐射(EM)以及用脉冲星定时阵列(PTAs)探测到的引力波(GWs)。一旦探测到来自单独分辨的 SMBHB 的引力波,由于可能的电磁特征的模糊性和脉冲星定时阵列较差的定位能力,确定宿主星系将是一个重大挑战。为了帮助电磁观测选择后续源,我们利用 NANOGrav 的星系表来量化现实和理想情况下可能存在的宿主星系的数量。我们概述了一个宿主识别流水线,该流水线将单源 GW 信号注入模拟 PTA 数据集,利用生产级技术恢复信号,量化定位区域和其中包含的星系数量,最后利用 GW 搜索的参数估计对星系进行切割。在理想情况下,90%可信区域的面积为 29-241 平方千米,包含约 14-341 个星系。经过削减后,剩下的星系数量从最差的 22 个到最好的 1 个真正的宿主星系不等。在现实情况下,这些区域的范围为 287 至 530 平方千米,包含约 285-1238 个星系。经过削减后,星系数量最差为 397 个,最好为 27 个。虽然信噪比是决定某个源的定位区域的主要因素,但我们发现该区域还受到天空中附近脉冲星的远近和双星啁啾质量的影响。
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Identifying the Host Galaxies of Supermassive Black Hole Binaries Found by Pulsar Timing Arrays
Supermassive black hole binaries (SMBHBs) are thought to form in galaxy mergers, possessing the potential to produce electromagnetic (EM) radiation as well as gravitational waves (GWs) detectable with pulsar timing arrays (PTAs). Once GWs from individually resolved SMBHBs are detected, the identification of the host galaxy will be a major challenge due to the ambiguity in possible EM signatures and the poor localization capability of PTAs. To aid EM observations in choosing follow-up sources, we use NANOGrav’s galaxy catalog to quantify the number of plausible hosts in both realistic and idealistic scenarios. We outline a host identification pipeline that injects a single-source GW signal into a simulated PTA data set, recovers the signal using production-level techniques, quantifies the localization region and number of galaxies contained therein, and finally imposes cuts on the galaxies using parameter estimates from the GW search. In an ideal case, the 90% credible areas span 29–241 deg2, containing about 14–341 galaxies. After cuts, the number of galaxies remaining ranges from 22 at worst to one true host at best. In a realistic case, these areas range from 287 to 530 deg2 and enclose about 285–1238 galaxies. After cuts, the number of galaxies is 397 at worst and 27 at best. While the signal-to-noise ratio is the primary determinant of the localization area of a given source, we find that the area is also influenced by the proximity to nearby pulsars on the sky and the binary chirp mass.
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