A uniformly valid solution for motion about the interior libration point of the perturbed elliptic-restricted problem

Astronomy and Astrophysics – Astronomy

Scientific paper

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Earth-Moon System, Elliptic Differential Equations, Equations Of Motion, Librational Motion, Perturbation Theory, Satellite Perturbation, Celestial Mechanics, Four Body Problem, Periodic Functions, Solar System, Three Dimensional Motion

Scientific paper

Bounded motion about Lagrange collinear libration points is considered for a perturbed elliptic-restricted problem. A practical application is the motion of a satellite near a libration point collinear with the sun and the earth-moon barycenter. Such a system is treated here as an earth-sun-satellite elliptic restricted problem with lunar perturbations. The method of dual time scales is utilized to develop a uniformly valid three-dimensional analytical solution to the satellite's equations of motion. The analytical development applies somewhat generally to that class of four-body problems where the second primary mass is much greater than the first, and the third primary mass is much greater than the second.

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