Abstract
The distance-inclination degeneracy limits gravitational-wave parameter estimation of compact binary mergers. Such a degeneracy can be partially broken by including higher-order modes or precession when modeling the waveform of a binary that contains a black hole. But what about binary neutron stars, for which these effects are suppressed? In this talk, I will introduce a new parameterization of the tidal effects in the binary neutron star waveform, exploiting the binary Love relations, that breaks the distance-inclination degeneracy. The binary Love relations prescribe the tidal deformability of a neutron star as a function of its source-frame mass in an equation-of-state insensitive way, and thus allows direct measurement of the redshift of the source. If the cosmological parameters are assumed to be known, the redshift can be converted to a luminosity distance, and the distance-inclination degeneracy can thus be broken. With the distance better constrained, one may also be able to measure the source-frame masses to higher precision. I will demonstrate this new approach with a range of binary neutron-star observing scenarios using Bayesian parameter estimation on synthetic data. In particular, I will give a forecast about when and how much this new approach will improve real gravitational wave measurements of binary neutron stars.
*NSF Award AST 2009268, AST-2006645NSF Grant PHY-1806776, PHY-2207349, OAC-2117997 and PHY-1764464Sloan Foundation Research FellowshipOwens Family FoundationIllinois Survey Science FellowshipCenter for AstroPhysical Surveys at NCSA, University of Illinois Urbana-ChampaignCanadian Institute for Advanced Research, and Brand FortnerKavli Institute for Cosmological Physics through an endowment from the Kavli Foundation and its founder Fred KavliMarion and Stuart Rice AwardThis work made use of the Illinois Campus Cluster, a computing resource that is operated by the Illinois Campus Cluster Program (ICCP) in conjunctionwith NCSA, and is supported by funds from the University of Illinois at Urbana-Champaign.