Papers › Precessional dynamics of black hole triples: binary mergers with near-zero effective spin
Precessional dynamics of black hole triples: binary mergers with near-zero effective spin
Fabio Antonini, Carl L. Rodriguez, Cristobal Petrovich, Caitlin L. Fischer
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The binary black hole mergers detected by Advanced LIGO/Virgo have shown no evidence of large black hole spins. However, because LIGO/Virgo best measures the effective combination of the two spins along the orbital angular momentum (χ_(eff)), it is difficult to distinguish between binaries with slowly-spinning black holes and binaries with spins lying in the orbital plane. Here, we study the spin dynamics for binaries with a distant black hole companion. For spins initially aligned with the orbital angular momentum of the binary, we find that χ_(eff) "freezes" near zero as the orbit decays through the emission of gravitational waves. Through a population study, we show that this process predominantly leads to merging black hole binaries with near-zero χ_(eff). We conclude that if the detected black hole binaries were formed in triples, then this would explain their low χ_(eff) without the need to invoke near-zero spins or initially large spin-orbit angles.
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