2020
DOI: 10.48550/arxiv.2001.03702
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Comet and moon solutions in the time-dependent restricted $(n+1)$-body problem

Abstract: The time-dependent restricted (n + 1)-body problem concerns the study of a massless body (satellite) under the influence of the gravitational field generated by n primary bodies following a periodic solution of the n-body problem. We prove that the satellite has periodic solutions close to the large-amplitude circular orbits of the Kepler problem (comet solutions), and in the case that the primaries are in a relative equilibrium, close to small-amplitude circular orbits near a primary body (moon solutions). Th… Show more

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