Gravitational-wave astronomy with coalescing binary neutron star (NS) sources requires the availability of gravitational waveforms with tidal effects accurate up to merger. This article presents an improved version of TEOBResum, a nonspinning effective-one-body (EOB) waveform model with enhanced analytical information in its tidal sector. The tidal potential governing the conservative dynamics employs resummed expressions based on post-Newtonian (PN) and gravitational self-force (GSF) information. In particular, we compute a GSF-resummed expression for the leading-order octupolar gravitoelectric term and incorporate the leading-order gravitomagnetic term (either in PN-expanded or GSF-resummed form). The multipolar waveform and fluxes are augmented with gravitoelectric and magnetic terms recently obtained in PN. The new analytical information enhances tidal effects toward merger accelerating the coalescence. We quantify the impact on the gravitational-wave phasing of each physical effect. The most important contribution is given by the resummed gravitoelectric octupolar term entering the EOB interaction potential, that can yield up to 1 rad of dephasing (depending on the NS model) with respect to its nonresummed version. The model's energetics and the gravitational-wave phasing are validated with eccentricity-reduced and multiresolution numerical relativity (NR) simulations with different equations of state and mass ratios. We also present EOB-NR waveform comparisons for higher multipolar modes beyond the dominant quadrupole one.
Effective-one-body multipolar waveform for tidally interacting binary neutron stars up to merger
Rettegno P.
2019-01-01
Abstract
Gravitational-wave astronomy with coalescing binary neutron star (NS) sources requires the availability of gravitational waveforms with tidal effects accurate up to merger. This article presents an improved version of TEOBResum, a nonspinning effective-one-body (EOB) waveform model with enhanced analytical information in its tidal sector. The tidal potential governing the conservative dynamics employs resummed expressions based on post-Newtonian (PN) and gravitational self-force (GSF) information. In particular, we compute a GSF-resummed expression for the leading-order octupolar gravitoelectric term and incorporate the leading-order gravitomagnetic term (either in PN-expanded or GSF-resummed form). The multipolar waveform and fluxes are augmented with gravitoelectric and magnetic terms recently obtained in PN. The new analytical information enhances tidal effects toward merger accelerating the coalescence. We quantify the impact on the gravitational-wave phasing of each physical effect. The most important contribution is given by the resummed gravitoelectric octupolar term entering the EOB interaction potential, that can yield up to 1 rad of dephasing (depending on the NS model) with respect to its nonresummed version. The model's energetics and the gravitational-wave phasing are validated with eccentricity-reduced and multiresolution numerical relativity (NR) simulations with different equations of state and mass ratios. We also present EOB-NR waveform comparisons for higher multipolar modes beyond the dominant quadrupole one.
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