Examples of predominantly two-body orbits in the Sun-Jupiter asteroid system

Physics

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Asteroids, Orbital Mechanics, Solar Orbits, Three Body Problem, Three Dimensional Motion, Two Body Problem, Coefficients, Coordinates, Jupiter (Planet), Predictor-Corrector Methods, Sun

Scientific paper

Some of the major families of planar and three-dimensional periodic orbits around the sun which approach Jupiter but are sufficiently far from it so as to be considered predominantly two-body orbits are analyzed within the framework of the restricted three-body problem. Periodic orbits are determined numerically from predictor-corrector algorithms based on the periodicity conditions for planar symmetric and three-dimensional periodic orbits. The linear stability of the resulting orbits is examined, and it is pointed out that every vertically critical planar periodic orbit is the first member of a family of three-dimensional periodic orbits. Two new families in addition to family I of Markellos and Kazantzis (1977) are presented in tabular and graphic form, together with horizontal and vertical stability diagrams, and the vertical bifurcation points are indicated.

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