Collisionless loss-cone refilling: there is no final parsec problem
Alessia Gualandris, Justin I. Read, Walter Dehnen, Elisa Bortolas

TL;DR
This paper demonstrates that in triaxial galactic nuclei, collisionless orbit diffusion efficiently refills the loss cone, resolving the long-standing final parsec problem and supporting the potential for black hole mergers to produce gravitational waves.
Contribution
The study introduces a novel collisionless simulation approach showing that even mild triaxiality effectively replenishes the loss cone, negating the final parsec problem.
Findings
Loss cone is efficiently refilled in mildly triaxial models.
Collisionless orbit diffusion drives binary hardening.
No evidence of the final parsec problem in realistic galactic conditions.
Abstract
Coalescing massive black hole binaries, formed during galaxy mergers, are expected to be a primary source of low frequency gravitational waves. Yet in isolated gas-free spherical stellar systems, the hardening of the binary stalls at parsec-scale separations owing to the inefficiency of relaxation-driven loss-cone refilling. Repopulation via collisionless orbit diffusion in triaxial systems is more efficient, but published simulation results are contradictory. While sustained hardening has been reported in simulations of galaxy mergers with stars and in early simulations of rotating models, in isolated non-rotating triaxial models the hardening rate continues to fall with increasing N, a signature of spurious two-body relaxation. We present a novel approach for studying loss cone repopulation in galactic nuclei. Since loss cone repopulation in triaxial systems owes to…
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