2007ApJ...660..546S


Query : 2007ApJ...660..546S

2007ApJ...660..546S - Astrophys. J., 660, 546-555 (2007/May-1)

Interaction of massive black hole binaries with their stellar environment. II. Loss cone depletion and binary orbital decay.

SESANA A., HAARDT F. and MADAU P.

Abstract (from CDS):

We study the long-term evolution of massive black hole binaries (MBHBs) at the centers of galaxies using detailed scattering experiments to solve the full three-body problem. Ambient stars drawn from an isotropic Maxwellian distribution unbound to the binary are ejected by the gravitational slingshot. We construct a minimal, hybrid model for the depletion of the loss cone and the orbital decay of the binary and show that secondary slingshots–stars returning on small-impact parameter orbits to have a second superelastic scattering with the MBHB–may considerably help the shrinking of the pair in the case of large binary mass ratios. In the absence of loss cone refilling by two-body relaxation or other processes, the mass ejected before the stalling of a MBHB is half the binary reduced mass. About 50% of the ejected stars are expelled in a ``burst'' lasting ∼104 yr M1/46, where M6 is the binary mass in units of 106 M☉. The loss cone is completely emptied in a few bulge crossing timescales, ∼107 yr M1/46. Even in the absence of two-body relaxation or gas dynamical processes, unequal mass and/or eccentric binaries with M6≳0.1 can shrink to the gravitational wave emission regime in less than a Hubble time and are therefore ``safe'' targets for the planned Laser Interferometer Space Antenna.

Abstract Copyright: ∼

Journal keyword(s): Black Hole Physics - Methods: Numerical - Stellar Dynamics

Simbad objects: 3

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Number of rows : 3
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2026
#notes
1 Z 538-57 Sy1 02 23 11.41124925 +42 59 31.3853324   15.71 14.81     ~ 582 2
2 ICRF J040549.2+380332 SyG 04 05 49.26287155 +38 03 32.2348497   18.5 18.5     ~ 187 3
3 NGC 6240 Sy2 16 52 58.9 +02 24 03   14.31 13.37     ~ 1734 2

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