A new spin on LIGO-Virgo binary black holes
Sylvia Biscoveanu, Maximiliano Isi, Salvatore Vitale, Vijay Varma

TL;DR
This paper introduces a novel approach to measure the spins of black holes in binary systems by focusing on the objects with the highest and lowest spins, improving spin estimates especially for similar-mass binaries.
Contribution
It proposes a new parameterization for black hole spins that enhances measurement accuracy and applies it to LIGO-Virgo data, revealing significant spin features previously obscured.
Findings
The highest-spinning black hole is often constrained to have nonzero spin.
Most sources show the highest-spinning object near the Kerr limit.
Spin alignment with orbital angular momentum is excluded for most detected events.
Abstract
Gravitational waves from binary black holes have the potential to yield information on both of the intrinsic parameters that characterize the compact objects: their masses and spins. While the component masses are usually resolvable, the component spins have proven difficult to measure. This limitation stems in great part from our choice to inquire about the spins of the most and least massive objects in each binary, a question that becomes ill-defined when the masses are equal. In this paper we show that one can ask a different question of the data: what are the spins of the objects with the highest and lowest dimensionless spins in the binary? We show that this can significantly improve estimates of the individual spins, especially for binary systems with comparable masses. When applying this parameterization to the first 13 gravitational-wave events detected by the LIGO-Virgo…
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