{"title":"从 LISA 数据分析大质量黑洞双信号的低维信号表示法","authors":"Elie Leroy, Jérôme Bobin, Herve Moutarde","doi":"10.1051/0004-6361/202449987","DOIUrl":null,"url":null,"abstract":"The space-based gravitational wave observatory LISA will provide a wealth of information to analyze massive black hole binaries with high chirp masses, beyond $10^5$ solar masses. The large number of expected MBHBs (one event a day on average) increases the risk of overlapping between events. As well, the data will be contaminated with non-stationary artifacts, such as glitches and data gaps, which are expected to strongly impact the MBHB analysis, which mandates the development of dedicated detection and retrieval methods on long time intervals. Building upon a methodological approach we introduced for galactic binaries, in this article we investigate an original non-parametric recovery of MBHB signals from measurements with instrumental noise typical of LISA in order to tackle detection and signal reconstruction tasks on long time intervals. We investigated different approaches based on sparse signal modeling and machine learning. In this framework, we focused on recovering MBHB waveforms on long time intervals, which is a building block to further tackling more general signal recovery problems, from gap mitigation to unmixing overlapped signals. To that end, we introduced a hybrid method called SCARF (sparse chirp adaptive representation in Fourier), which combines a deep learning modeling of the merger of the MBHB with a specific adaptive time-frequency representation of the inspiral. Numerical experiments have been carried out on simulations of single MBHB events that account for the LISA response and with realistic realizations of noise. We checked the performances of the proposed hybrid method for the fast detection and recovery of the MBHB.","PeriodicalId":8585,"journal":{"name":"Astronomy & Astrophysics","volume":"23 6","pages":""},"PeriodicalIF":0.0000,"publicationDate":"2024-07-24","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Low-dimensional signal representations for massive black hole binary signals analysis from LISA data\",\"authors\":\"Elie Leroy, Jérôme Bobin, Herve Moutarde\",\"doi\":\"10.1051/0004-6361/202449987\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"The space-based gravitational wave observatory LISA will provide a wealth of information to analyze massive black hole binaries with high chirp masses, beyond $10^5$ solar masses. The large number of expected MBHBs (one event a day on average) increases the risk of overlapping between events. As well, the data will be contaminated with non-stationary artifacts, such as glitches and data gaps, which are expected to strongly impact the MBHB analysis, which mandates the development of dedicated detection and retrieval methods on long time intervals. Building upon a methodological approach we introduced for galactic binaries, in this article we investigate an original non-parametric recovery of MBHB signals from measurements with instrumental noise typical of LISA in order to tackle detection and signal reconstruction tasks on long time intervals. We investigated different approaches based on sparse signal modeling and machine learning. In this framework, we focused on recovering MBHB waveforms on long time intervals, which is a building block to further tackling more general signal recovery problems, from gap mitigation to unmixing overlapped signals. To that end, we introduced a hybrid method called SCARF (sparse chirp adaptive representation in Fourier), which combines a deep learning modeling of the merger of the MBHB with a specific adaptive time-frequency representation of the inspiral. Numerical experiments have been carried out on simulations of single MBHB events that account for the LISA response and with realistic realizations of noise. 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引用次数: 0
摘要
天基引力波观测站 LISA 将为分析具有高啁啾质量(超过 10^5$ 太阳质量)的大质量黑洞双星提供大量信息。预期的大量 MBHB(平均每天一个)增加了事件之间重叠的风险。此外,数据还将受到非稳态假象的污染,如闪烁和数据缺口,这些假象预计将对 MBHB 分析产生严重影响,这就要求开发专门的长时间跨度检测和检索方法。基于我们为星系双星引入的方法,我们在本文中研究了一种从具有典型 LISA 仪器噪声的测量中恢复 MBHB 信号的原创非参数方法,以解决长时间跨度上的探测和信号重建任务。我们研究了基于稀疏信号建模和机器学习的不同方法。在这一框架中,我们重点研究了在长时间跨度上恢复 MBHB 波形的问题,这是进一步解决更多一般信号恢复问题(从间隙缓解到解除混合重叠信号)的基石。为此,我们引入了一种名为 SCARF(傅里叶稀疏啁啾自适应表示)的混合方法,它将 MBHB 合并的深度学习建模与吸气的特定自适应时频表示相结合。我们在模拟单个 MBHB 事件时进行了数值实验,这些事件考虑到了 LISA 的响应和现实中的噪声。我们检验了所提出的混合方法在快速探测和恢复 MBHB 方面的性能。
Low-dimensional signal representations for massive black hole binary signals analysis from LISA data
The space-based gravitational wave observatory LISA will provide a wealth of information to analyze massive black hole binaries with high chirp masses, beyond $10^5$ solar masses. The large number of expected MBHBs (one event a day on average) increases the risk of overlapping between events. As well, the data will be contaminated with non-stationary artifacts, such as glitches and data gaps, which are expected to strongly impact the MBHB analysis, which mandates the development of dedicated detection and retrieval methods on long time intervals. Building upon a methodological approach we introduced for galactic binaries, in this article we investigate an original non-parametric recovery of MBHB signals from measurements with instrumental noise typical of LISA in order to tackle detection and signal reconstruction tasks on long time intervals. We investigated different approaches based on sparse signal modeling and machine learning. In this framework, we focused on recovering MBHB waveforms on long time intervals, which is a building block to further tackling more general signal recovery problems, from gap mitigation to unmixing overlapped signals. To that end, we introduced a hybrid method called SCARF (sparse chirp adaptive representation in Fourier), which combines a deep learning modeling of the merger of the MBHB with a specific adaptive time-frequency representation of the inspiral. Numerical experiments have been carried out on simulations of single MBHB events that account for the LISA response and with realistic realizations of noise. We checked the performances of the proposed hybrid method for the fast detection and recovery of the MBHB.