论文标题

双白矮人的重力波作为银河系的探针

Gravitational Waves from Double White Dwarfs as probes of the Milky Way

论文作者

Georgousi, Maria, Karnesis, Nikolaos, Korol, Valeriya, Pieroni, Mauro, Stergioulas, Nikolaos

论文摘要

未来的引力波检测器,例如激光干涉仪空间天线(\ textit {lisa}),将能够解决我们自己的星系及其邻里的大量超紧凑型恒星质量二进制。这些将主要是双白矮人(DWD)二进制文件,其潜在的人口特征可以与星系的不同特性直接相关。特别是,使用\ textit {lisa}我们将能够解析$ \ sim \ mathcal {o}(10^4)$ binaries,而其余的将产生混乱的前景信号。类似地与银河系发射的总电磁辐射与潜在的总恒星质量有关,在这项工作中,我们提出了一个框架来通过研究混淆前景信号的频谱形状和振幅来推断相同数量。对于固定的DWD演化模型,因此是固定的二元部分,我们在总恒星质量上检索了百分比级别的相对误差,这改善了质量值的增加。同时,我们发现,基于随机信号的形状,在小于500〜pc的固定质量和尺度上以大于500〜PC的高度下的变化是无法区分的。我们对LISA数据的仿真进行了分析,并根据信号到噪声标准估算可分解的来源。最后,我们利用可分离来源的目录来探测DWD二进制文件的潜在人群的特征。我们表明,可以从\ textit {lisa}数据中重建DWD频率,合并时间和chirp质量(最高$ <0.7 \,$ <0.7 \,$ m $ _ \ odot $)。

Future gravitational wave detectors, such as the Laser Interferometer Space Antenna (\textit{LISA}), will be able to resolve a significant number of the ultra compact stellar-mass binaries in our own Galaxy and its neighborhood. These will be mostly double white dwarf (DWD) binaries, and their underlying population characteristics can be directly correlated to the different properties of the Galaxy. In particular, with \textit{LISA} we will be able to resolve $\sim\mathcal{O}(10^4)$ binaries, while the rest will generate a confusion foreground signal. Analogously to how the total electromagnetic radiation emitted by a galaxy can be related to the underlying total stellar mass, in this work we propose a framework to infer the same quantity by investigating the spectral shape and amplitude of the confusion foreground signal. For a fixed DWD evolution model, and thus a fixed binary fraction, we retrieve percentage-level relative errors on the total stellar mass, which improves for increasing values of the mass. At the same time, we find that variations in the Milky Way shape, at a fixed mass and at scale heights smaller than 500~pc, are not distinguishable based on the shape of stochastic signal alone. We perform this analysis on simulations of the LISA data, estimating the resolvable sources based on signal-to-noise criteria. Finally, we utilize the catalogue of resolvable sources to probe the characteristics of the underlying population of DWD binaries. We show that the DWD frequency, coalescence time and chirp mass (up to $<0.7\,$M$_\odot$) distributions can be reconstructed from \textit{LISA} data with no bias.

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