Towards numerical-relativity informed effective-one-body waveforms for dynamical capture black hole binaries
Year: 2023
Type: preprint
Abstract: Dynamical captures of black holes may take place in dense stellar media due to the emission of gravitational radiation during a close passage. Detection of such events requires detailed modelling, since their phenomenology qualitatively differs from that of quasi-circular binaries. Very few models can deliver such waveforms, and none includes information from Numerical Relativity (NR) simulations of non quasi-circular coalescences. In this study we present a first step towards a fully NR-informed Effective One Body (EOB) model of dynamical captures. We perform 14 new simulations of single and double encounter mergers, and use this data to inform the merger-ringdown model of the TEOBResumS-Dali approximant. We keep the initial energy approximately fixed to the binary mass, and vary the mass-rescaled, dimensionless angular momentum in the range $(0.6, 1.1)$, the mass ratio in $(1, 2.15)$ and aligned dimensionless spins in $(-0.5, 0.5)$. We find that the model is able to match NR to $97%$, improving previous performances, without the need of modifying the base-line template. Upon NR informing the model, this improves to $99%$ with the exception of one outlier corresponding to a direct plunge. The maximum EOBNR phase difference at merger for the uninformed model is of $0.15$ radians, which is reduced to $0.1$ radians after the NR information is introduced. We outline the steps towards a fully informed EOB model of dynamical captures, and discuss future improvements.
Source: arXiv (Cornell University)
Language: English
Subfield: Astronomy and Astrophysics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: green
Awards: G1255325603, G1350468376, G1797635438, G1855990336, G2262748287, G2290189609, G2309174360, G2601397997, G300979063, G3105035837, A New Strategy for Gravity and Black Holes, G3480869486, G3681454997, G3780874795, GRK 2522: Starke Dynamik und Kritikalität in Quanten und Gravitationssystemen, G4042783231, G425668148, G430777504, G4317403835, G434337789, G4937468798, G4944594896, G495187929, G5080475149, G5132640529, G5421974903, G5845768719, G683931746, G7018987728, G7290713271, G7633689693, G7685134749, G7731791180
OpenAlex ID: W4384648642
