Dynamical Stability of Earth-mass Planets in the Presence of Two Giant Planets

Astronomy and Astrophysics – Astronomy

Scientific paper

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Scientific paper

We study the dynamical stability of an Earth mass planet in the presence of two giant planets in the context of Hill & Lagrange stability boundaries. Previous studies have shown that, for a two planet system, these boundaries are almost identical. Here, we explore if Hill stability can be extrapolated to determine if a system of two giant planets can support an Earth-mass planet in between, focusing on systems which have stable habitable zones. We compute the proximity to the Hill stability boundary for a large number of hypothetical systems of two giant planets with mutual inclinations of 0,5,10, 30 degrees and an eccentricity range of 0-0.6. We then place a hypothetical terrestrial mass planet in between the two planets, and perform N-body simulations to determine Lagrange stability, meaning no escape or exchanges. Unlike the two-planet case, we find that stability boundaries do not trace the analytic Hill limit. We therefore derive an empirical boundary which may be used in lieu of expensive N-nody calculations. These results may ease the search for habitable planets, as well as illuminate the possibility that most planetary systems are packed.

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