2008
DOI: 10.1103/physrevd.77.064010
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High-spin binary black hole mergers

Abstract: We study identical mass black hole binaries with spins perpendicular to the binary's orbital plane. These binaries have individual spins ranging from s/m 2 = −0.90 to 0.90, (s1 = s2 in all cases) which is near the limit possible with standard Bowen-York puncture initial data. The extreme cases correspond to the largest initial spin simulations to date. Our results expand the parameter space covered by Rezzolla et al. and, when combining both data sets, we obtain estimations for the minimum and maximum values f… Show more

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Cited by 181 publications
(230 citation statements)
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“…Equal-mass BBH mergers might lead to higher final spins than expected, rivaling the highest spins (χ ≃ 0.998) allowed by physical accretion flows [20]. Black holes can always be spun up by Square points are simulations from [16]; the purple X is from [17]. Bottom panel: The final spin parameter χ f (ν) for these mergers.…”
Section: Fig 3: Top Panelmentioning
confidence: 99%
“…Equal-mass BBH mergers might lead to higher final spins than expected, rivaling the highest spins (χ ≃ 0.998) allowed by physical accretion flows [20]. Black holes can always be spun up by Square points are simulations from [16]; the purple X is from [17]. Bottom panel: The final spin parameter χ f (ν) for these mergers.…”
Section: Fig 3: Top Panelmentioning
confidence: 99%
“…A significant sample of spinning binary BH merger simulations is now available. Different groups showed that when the initial spins are large and aligned with the orbital angular momentum L, the binary ''hangs up,'' radiating more energy and angular momentum (Campanelli et al 2006;Baker et al 2007;Pollney et al 2007;Marronetti et al 2008). Even accounting for the additional angular momentum due to orbital eccentricity, no violation of cosmic censorship should occur; a binary BH merger should always result in the formation of a Kerr BH (Sperhake et al 2007).…”
Section: Final Spin From Binary Merger Simulationsmentioning
confidence: 99%
“…To evolve these initial data, we employ the BSSNOK 3+1 decomposition of Einstein's vacuum equations [43][44][45], with the alternative conformal variable suggested in [46][47][48], constraint-damping terms suggested in [49], and the dissipation terms suggested in [50,51]. Our gauge conditions are the specific 1+log lapse and Gamma-driver shift described in [52], which constitute a variant of the now-standard "moving punctures" approach [4,5].…”
Section: Simulationsmentioning
confidence: 99%