Impact on Inferred Neutron Star Equation of State due to Nonlinear Hydrodynamics, Background Spin, and Relativity
Joseph Bretz, Hang Yu

TL;DR
This paper investigates how nonlinear hydrodynamics, background spin, and relativity affect the inferred neutron star equation of state from gravitational wave signals, highlighting potential biases in parameter estimation.
Contribution
It introduces a systematic analysis of frequency corrections to the neutron star f-mode and their impact on tidal deformability inference using Hamiltonian Monte Carlo simulations.
Findings
Ignoring frequency corrections biases tidal deformability estimates.
Next-generation detectors can detect and quantify these biases.
Population stacking amplifies the importance of accurate models.
Abstract
Tidal interaction is a unique, detectable signature in gravitational wave signals from inspiraling binary neutron stars (BNSs), which can be used to constrain the neutron star (NS) equation of state (EoS). The tidal interaction is resonantly amplified as the orbital frequency approaches the NS fundamental mode (f-mode) frequency. It has been shown that the exclusion of tidal resonance in parameter estimation leads to a significant bias in the inferred NS tidal deformability and hence the NS EoS [Pratten et al. PRL 129, 081102 (2022)]. The strength and location of tidal resonance depend sensitively on the f-mode frequency, which is typically modeled using its universal relation with the tidal deformability that is derived for an isolated, non-spinning NS assuming only linear fluid perturbations. In a BNS inspiral, the f-mode frequency can be corrected by at least three known effects:…
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Taxonomy
TopicsPulsars and Gravitational Waves Research · Geophysics and Sensor Technology · Atomic and Subatomic Physics Research
