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Solar system dynamics

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TLDR
In this paper, the two-body problem and the restricted three body problem are considered. And the disturbing function is extended to include the spin-orbit coupling and the resonance perturbations.
Abstract
Preface 1 Structure of the solar system 2 The two-body problem 3 The restricted three-body problem 4 Tides, rotation and shape 5 Spin-orbit coupling 6 The disturbing function 7 Secular perturbations 8 Resonant perturbations 9 Chaos and long-term evolution 10 Planetary rings Appendix A Solar system data Appendix B Expansion of the disturbing function Index

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The Dynamics of the Multi-planet System Orbiting Kepler-56

TL;DR: In this paper, the authors show that the observed obliquity of the Kepler 56 system is consistent with a dynamical origin, and they use observations by Huber et al. to derive the probability distribution function of its probability distribution.
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Outcomes and duration of tidal evolution in a star-planet-moon system

TL;DR: In this paper, the authors considered the effect of moon tides on planet rotation and concluded that the moon is more stable when the planet/moon systems are further from the parent star, the planets are heavier, or the parent stars are lighter.
Journal ArticleDOI

Dynamics of quadruple systems composed of two binaries: stars, white dwarfs, and implications for Ia supernovae

TL;DR: In this paper, the authors investigate the long-term secular dynamics and Lidov-Kozai eccentricity oscillations of quadruple systems composed of two binaries at quadrupole and octupole order in the perturbing Hamiltonian.
Proceedings ArticleDOI

A Lunar L2 Navigation, Communication, and Gravity Mission

TL;DR: In this article, a mission was designed which involved two spacecraft, a halo orbiter at Earth-Moon L2 and a microsatellite in a low lunar orbit, traveling together on a ballistic lunar transfer and arriving on the Earth- Moon L2 halo.
Journal ArticleDOI

Lissajous and Halo Orbits in the Restricted Three-Body Problem

TL;DR: The analytical values obtained after a second order resonant perturbation theory are in very good agreement (in some cases up to the fourth decimal digit) with the numerical values found in the literature.
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Trending Questions (1)
What are the values of the mass parameters µ for the 11 subsystems of the Solar System?

The values of the mass parameters µ for the 11 subsystems of the Solar System are not provided in the given information.