Mean motion resonances from planet-planet scattering
Sean N. Raymond, Rory Barnes, Philip J. Armitage, Noel Gorelick

TL;DR
This study uses numerical simulations to show that planet-planet scattering naturally produces mean motion resonances in about 5% of cases, especially with uneven mass distributions, contributing significantly to resonant exoplanet populations.
Contribution
It demonstrates that planet-planet scattering can generate a variety of mean motion resonances, including high-order ones, and distinguishes this formation mechanism from migration-based models.
Findings
MMRs arise in about 5% of scattering simulations.
Uneven mass distributions favor resonance formation.
High-order MMRs can be produced by scattering.
Abstract
Planet-planet scattering is the leading mechanism to explain the large eccentricities of the observed exoplanet population. However, scattering has not been considered important to the production of pairs of planets in mean motion resonances (MMRs). We present results from a large number of numerical simulations of dynamical instabilities in 3-planet systems. We show that MMRs arise naturally in about five percent of cases. The most common resonances we populate are the 2:1 and 3:1 MMRs, although a wide variety of MMRs can occur, including high-order MMRs (up to eleventh order). MMRs are generated preferentially in systems with uneven mass distributions: the smallest planet is typically ejected after a series of close encounters, leaving the remaining, more massive planets in resonance. The distribution of resonant planets is consistent with the phase-space density of resonant orbits,…
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