Perturber-Driven Dynamics of Supermassive Black Hole Binaries in Galaxy Mergers

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ID: 322864
2026
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Abstract
Abstract The orbital eccentricity of massive black hole binaries (MBHBs) at binary formation shapes the stochastic gravitational-wave background (GWB) detectable by pulsar timing arrays (PTAs). Previous N-body simulations show large run-to-run scatter in this quantity, dominated by Poisson noise, raising the question of whether physical substructure adds genuine astrophysical stochasticity. We test this with high-resolution re-simulations of a major merger from IllustrisTNG100-1, evolved with the Griffin N-body code. A no-perturber control is compared with two matched suites in which ftarget = 0.1 of the primary bulge mass is redistributed into equal-mass perturbers of $10^7{\, \rm {M}_{\odot }}$ (μp ≈ 3.2 × 10−3) and $10^8{\, \rm {M}_{\odot }}$ (μp ≈ 3.2 × 10−2), with four realisations per scenario. The control gives σe ≈ 0.11, consistent with the Poisson noise floor at this resolution. The $10^7{\, \rm {M}_{\odot }}$ case gives σe ≈ 0.115, indistinguishable from the control in its scatter, whereas the $10^8{\, \rm {M}_{\odot }}$ case gives σe ≈ 0.26, a factor of 2.4 above the floor, though statistically marginal given only four realisations. This excess scatter coincides with larger event-aligned residuals in orbital energy and angular momentum and stronger torque spikes, consistent with near-impulsive perturber–MBHB encounters. In binary–single scattering theory the transition is set by the perturber–MBHB mass ratio μp: the $10^7{\, \rm {M}_{\odot }}$ case remains diffusive while the $10^8{\, \rm {M}_{\odot }}$ case approaches the near-impulsive regime. As the expected perturber population in massive ellipticals lies mostly below this regime, perturber-driven eccentricity randomisation is unlikely to matter for GWB-relevant MBHB mergers.
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openalex_W7171538740 Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors Julian Chan, Alessia Gualandris, Walter Dehnen, Justin I. Read
Journal monthly notices of the royal astronomical society
Year 2026
DOI
10.1093/mnras/stag1374
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