The existence of regular motions for bodies of revolution having arbitrary shape and structure

Astronomy and Astrophysics – Astronomy

Scientific paper

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Astrodynamics, Bodies Of Revolution, Equations Of Motion, Existence Theorems, Three Body Problem, Celestial Mechanics, Center Of Mass, Mass Distribution, Rigid Structures, Surface Geometry, Symmetrical Bodies, Translational Motion

Scientific paper

Existence conditions for regular motions of three rigid bodies having arbitrary figures of revolution and arbitrary density profiles are obtained for a force function expressed rigorously in terms of multiple integrals. It is shown that these conditions will reduce to identities if the bodies possess geometrical and dynamical symmetry about the plane through their centers of mass. It is determined that the uniform rotation of bodies with a specified structure and orientation will have no effect on their translational motion.

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