Defining eccentricity for spin-precessing binaries

Abstract Standardizing the definition of eccentricity is necessary for unambiguous inference of the orbital eccentricity of compact binaries from gravitational wave observations. In previous works, we proposed a definition of eccentricity for systems without spin-precession that relies solely on the gravitational waveform, is applicable to any waveform model, and has the correct Newtonian limit. In this work, we extend this definition to spin-precessing systems. This simple yet effective extension relies on first transforming the waveform from the inertial frame to the coprecessing frame, and then adopting an amplitude and a phase with reduced spin-induced effects. Our method includes a robust procedure for filtering out spin-induced modulations, which become non-negligible in the small eccentricity and large spin-precession regime. Finally, we apply our method to a set of Numerical Relativity and Effective One Body waveforms to showcase its robustness for generic eccentric spin-precessing binaries. We make our method public via Python implementation in gw_eccentricity .

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Publication Details

Journal
Classical and Quantum Gravity
Published
2025-09-17
DOI
https://doi.org/10.1088/1361-6382/ae085d
Citations
3
Primary Topic
Geophysics and Gravity Measurements
Type
article
Field-Weighted Citation Impact
5.38
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article

Defining eccentricity for spin-precessing binaries

Michael Boyle, Harald Pfeiffer, Mark Scheel, A. Ramos-Buades et al.
3 citations
Classical and Quantum Gravity
Geophysics and Gravity Measurements
5.38
article

Defining eccentricity for spin-precessing binaries

Michael Boyle, Harald Pfeiffer, Mark Scheel, A. Ramos-Buades, Md Arif Shaikh, Vijay Varma, Larry Kidder
article en
3 citations

Abstract

Abstract Standardizing the definition of eccentricity is necessary for unambiguous inference of the orbital eccentricity of compact binaries from gravitational wave observations. In previous works, we proposed a definition of eccentricity for systems without spin-precession that relies solely on the gravitational waveform, is applicable to any waveform model, and has the correct Newtonian limit. In this work, we extend this definition to spin-precessing systems. This simple yet effective extension relies on first transforming the waveform from the inertial frame to the coprecessing frame, and then adopting an amplitude and a phase with reduced spin-induced effects. Our method includes a robust procedure for filtering out spin-induced modulations, which become non-negligible in the small eccentricity and large spin-precession regime. Finally, we apply our method to a set of Numerical Relativity and Effective One Body waveforms to showcase its robustness for generic eccentric spin-precessing binaries. We make our method public via Python implementation in gw_eccentricity .

Classical and Quantum GravityVol. 42(19)
University of Massachusetts Dartmouth (US), California Institute of Technology (US), Demos (US), Seoul National University (KR), Cornell University (US), Vidyasagar University (IN), Max Planck Institute for Gravitational Physics (DE), Universitat de les Illes Balears (ES)
Openalex Percentile: Top 4%
Geophysics and Gravity Measurements
5.38
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Defining eccentricity for spin-precessing binaries — Michael Boyle, Harald Pfeiffer, et al. · Classical and Quantum Gravity (2025) | TGRS Research Map | TGRS