论文标题
从已知二进制系统的连续重力波的实施基于编织的新搜索管道
Implementation of a new weave-based search pipeline for continuous gravitational waves from known binary systems
论文作者
论文摘要
Scorpius X-1(SCO X-1)长期以来一直被认为是用地面检测器检测连续重力波的最有希望的目标之一。近年来,对SCO X-1的观察搜索已实现了显着敏感性的提高,以至于在低频范围内开始以扭矩平衡极限排除发射\ SIM 40--180 Hz。但是,为了进一步提高检测概率,对于各种合理的信号频率\ SIM 20--1500 Hz以及二进制轨道参数中的不确定性范围更广泛,仍然存在很多覆盖的基础。在这一挑战中,我们开发了BinaryWeave,这是一种新的搜索管道,用于在已知的二进制系统(例如SCO X-1)中的中子星的连续波。该管道采用有效的基于晶格的度量模板库采用半连通的堆栈滑坡F统计量,可以涵盖频率和未知轨道参数的宽范围。我们提出了一个详细的定时模型和广泛的注入和恢复模拟,该模拟说明管道在假设足够大(但现实)的计算预算时,可以在参数空间的很大一部分上实现高检测敏感性。我们的研究进一步强调了对电磁观测的SCO X-1轨道参数的严格限制的需求,以便能够在可能的源参数的整个范围内将灵敏度提高到扭矩平衡极限以下。
Scorpius X-1 (Sco X-1) has long been considered one of the most promising targets for detecting continuous gravitational waves with ground-based detectors. Observational searches for Sco X-1 have achieved substantial sensitivity improvements in recent years, to the point of starting to rule out emission at the torque-balance limit in the low-frequency range \sim 40--180 Hz. In order to further enhance the detection probability, however, there is still much ground to cover for the full range of plausible signal frequencies \sim 20--1500 Hz, as well as a wider range of uncertainties in binary orbital parameters. Motivated by this challenge, we have developed BinaryWeave, a new search pipeline for continuous waves from a neutron star in a known binary system such as Sco X-1. This pipeline employs a semi-coherent StackSlide F-statistic using efficient lattice-based metric template banks, which can cover wide ranges in frequency and unknown orbital parameters. We present a detailed timing model and extensive injection-and-recovery simulations that illustrate that the pipeline can achieve high detection sensitivities over a significant portion of the parameter space when assuming sufficiently large (but realistic) computing budgets. Our studies further underline the need for stricter constraints on the Sco X-1 orbital parameters from electromagnetic observations, in order to be able to push sensitivity below the torque-balance limit over the entire range of possible source parameters.