Remnant mass, spin, and recoil from spin aligned black-hole binaries
arXiv:1406.7295 · doi:10.1103/PhysRevD.90.104004
Abstract
We perform a set of 36 nonprecessing black-hole binary simulations with spins either aligned or counteraligned with the orbital angular momentum in order to model the final mass, spin, and recoil of the merged black hole as a function of the individual black hole spin magnitudes and the mass ratio of the progenitors. We find that the maximum recoil for these configurations is , which occurs when the progenitor spins are maximal, the mass ratio is , the smaller black-hole spin is aligned with the orbital angular momentum, and the larger black-hole spin is counteraligned (). This maximum recoil is about larger than previous estimates, but most importantly, because the maximum occurs for smaller mass ratios, the probability for a merging binary to recoil faster than can be as large as , while the probability for recoils faster than can be as large as . We provide explicit phenomenological formulas for the final mass, spin, and recoil as a function of the individual BH spins and the mass difference between the two black holes. Here we include terms up through fourth-order in the initial spins and mass difference, and find excellent agreement (within a few percent) with independent results available in the literature. The maximum radiated energy is and final spin for equal mass, aligned maximally spinning binaries.
19 pages, 25 figures, revtex 4
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- Remnant of binary black-hole mergers: New simulations and peak luminosity studies
- The second RIT binary black hole simulations catalog and its application to gravitational waves parameter estimation
- Flip-flopping binary black holes
- The Detection Rates of Merging Binary Black Holes Originating from Star Clusters and Their Mass Function
- The nonspinning binary black hole merger scenario revisited
- The antikick strikes back: recoil velocities for nearly-extremal binary black hole mergers in the test-mass limit