首页> 外文OA文献 >The detection of Quasinormal Mode of Pop III Binary Black Hole merger with final $M \sim 60M_\odot$ and $a/M \sim 0.7$ would confirm the strong gravity space-time around $\sim 2M$ which is only $\sim 1.17$ times the event horizon radius
【2h】

The detection of Quasinormal Mode of Pop III Binary Black Hole merger with final $M \sim 60M_\odot$ and $a/M \sim 0.7$ would confirm the strong gravity space-time around $\sim 2M$ which is only $\sim 1.17$ times the event horizon radius

机译:pop III二元黑洞合并的Quasinormal模型的检测   最终$ m \ sim 60m_ \ odot $和$ a / m \ sim 0.7 $将确认强势   引力空间时间在$ \ sim 2m $左右,这只是$ \ sim 1.17 $倍的事件   地平线半径

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摘要

Recent population synthesis simulations of Pop III stars suggest that theevent rate of coalescence of $\sim 30M_\odot$--$30M_\odot$ binary black holescan be high enough for the detection by the second generation gravitationalwave detectors. The frequencies of chirp signal as well as quasinormal modesare near the best sensitivity of these detectors so that it would be possibleto confirm Einstein's general relativity. Using the WKB method, we suggest thatfor the typical value of spin parameter $a/M\sim 0.7$ from numerical relativityresults of the coalescence of binary black holes, the strong gravity of theblack hole space-time at around the radius $2M$, which is just $\sim 1.17$times the event horizon radius, would be confirmed as predicted by generalrelativity. The expected event rate with the signal-to-noise ratio $> 35$needed for the determination of the quasinormal mode frequency with themeaningful accuracy is $0.17$--$7.2$~${\rmevents~yr^{-1}~(SFR_p/(10^{-2.5}~M_\odot~yr^{-1}~Mpc^{-3}))} \cdot (\rm[f_b/(1+f_b)]/0.33)$ where ${\rm SFR_p}$ and ${\rm f_b}$ are the peak value ofthe Pop III star formation rate and the fraction of binaries, respectively. Asfor the possible optical counter part, if the merged black hole of mass $M\sim60M_\odot$ is in the interstellar matter with $n\sim 100~{\rm cm^{-3}}$ and theproper motion of black hole is $\sim 1~{\rm km~s^{-1}}$, the luminosity is$\sim 10^{40}~{\rm erg~ s^{-1}}$ which can be detected up to $\sim 300~{\rmMpc}$, for example, by Subaru-HSC and LSST with the limiting magnitude 26.
机译:最近对Pop III恒星进行的人口综合模拟表明,$ \ sim 30M_ \ odot $-$ 30M_ \ odot $二元黑洞的合并事件率可以足够高,以用于第二代重力波探测器的探测。线性调频信号的频率以及准正态模式接近这些探测器的最佳灵敏度,因此可以确认爱因斯坦的广义相对论。使用WKB方法,我们建议对于自旋参数$ a / M \ sim 0.7 $的典型值,由二元黑洞合并的数值相关性结果,半径$ 2M $附近的黑洞时空的强引力,它是事件视界半径的$ \ sim 1.17 $倍,可以通过广义相对论进行确认。为了确定有意义的准确度,准准模频率所需的信噪比$> 35 $的预期事件发生率为$ 0.17 $-$ 7.2 $〜$ {\ rmevents〜yr ^ {-1}〜(SFR_p /(10^{-2.5}~M_\odot~yr^{-1}~Mpc^{-3}))} \ cdot(\ rm [f_b /(1 + f_b)] / 0.33)$其中$ { \ rm SFR_p} $和$ {\ rm f_b} $分别是Pop III恒星形成率的峰值和双星的分数。至于可能的光学反作用部分,如果质量为$ M \ sim60M_ \ odot $的合并黑洞位于星际物质中,则为$ n \ sim 100〜{\ rm cm ^ {-3}} $,并且黑洞的运动正确是$ \ sim 1〜{\ rm km〜s ^ {-1}} $,发光度是$ \ sim 10 ^ {40}〜{\ rm erg〜s ^ {-1}} $例如,由Subaru-HSC和LSST限制为$ \ sim 300〜{\ rmMpc} $,幅度为26。

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