The scattering of small bodies in planetary systems: constraints on the possible orbits of cometary material
A. Bonsor, M. C. Wyatt

TL;DR
This paper develops an analytical model to understand how small bodies like comets are scattered in planetary systems, constraining their possible orbits and implications for dust and pollution around stars.
Contribution
It generalizes the Tisserand parameter-based scattering analysis to arbitrary planetary systems, providing new constraints on particle ejection, scattering distances, and orbital inclinations.
Findings
Planets are near optimally spaced for scattering particles.
Certain planetary architectures cannot produce observed dust and pollution.
Comets can be scattered onto star-grazing orbits from outer belts or Oort cloud analogues.
Abstract
The scattering of small bodies by planets is an important dynamical process in planetary systems. We present an analytical model to describe this process using the simplifying assumption that each particle's dynamics is dominated by a single planet at a time. As such the scattering process can be considered as a series of three body problems during each of which the Tisserand parameter with respect to the relevant planet is conserved. This constrains the orbital parameter space into which a particle can be scattered. Such arguments have previously been applied to the process by which comets are scattered to the inner Solar System from the Kuiper belt. Our analysis generalises this for an arbitrary planetary system. For particles scattered from an outer belt directly along a chain of planets, based on the initial value of the Tisserand parameter, we find that it is possible to (i)…
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