Constraining black-hole spins with gravitational wave observations
Vaibhav Tiwari, Stephen Fairhurst, Mark Hannam

TL;DR
This paper uses gravitational wave data from the first six black-hole mergers to constrain the distribution of black-hole spins, ruling out high and aligned spins with strong statistical evidence, thus informing black-hole formation theories.
Contribution
It introduces a method to infer black-hole spin distributions from gravitational wave observations, accounting for selection effects and comparing different spin population models.
Findings
Disfavors highly spinning black holes with odds of 15:1.
Rules out a population with completely aligned spins at odds of 22,000:1.
Provides strong constraints on black-hole spin magnitudes.
Abstract
The observation of gravitational-wave signals from merging black-hole binaries enables direct measurement of the properties of the black holes. An individual observation allows measurement of the black-hole masses, but only limited information about either the magnitude or orientation of the black hole spins is available, primarily due to the degeneracy between measurements of spin and binary mass ratio. Using the first six black-hole merger observations, we are able to constrain the distribution of black-hole spins. We perform model selection between a set of models with different spin population models combined with a power-law mass distribution to make inferences about the spin distribution. We assume a fixed power-law mass distribution on the black holes, which is supported by the data and provides a realistic distribution of binary mass-ratio. This allows us to accurately account…
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