论文标题
建模紧凑的二进制合并波形超出一般相对性
Modeling Compact Binary Merger Waveforms Beyond General Relativity
论文作者
论文摘要
参数化的后源后框架修改了灵感波形模型，以纳入超出一般相对性的效果。我们将现有模型扩展到合并式制度。此处介绍的修改增加了一个单一的自由度，该自由度与二元合并时间的变化相对应。其他合并属性仍然如GR所预测的那样。我们通过此模型讨论参数估计，以及如何用于从GRED GR波形中提取信息。
The parameterized post-Einsteinian framework modifies inspiral waveform models to incorporate effects beyond General Relativity. We extend the existing model into the merger-ringdown regime. The modification introduced here adds a single degree of freedom that corresponds to a change in the binary coalescence time. Other merger properties remain as predicted by GR. We discuss parameter estimation with this model, and how it can be used to extract information from beyond-GR waveforms.
