期刊
JOURNAL OF SPACECRAFT AND ROCKETS
卷 -, 期 -, 页码 -出版社
AMER INST AERONAUTICS ASTRONAUTICS
DOI: 10.2514/1.A35818
关键词
Moons of Jupiter; Space Missions; Distant Retrograde Orbit; Orbital Property; Dynamic Analysis; Periodic Orbit; Circular Restricted Three Body Problem; Bifurcation Theory; Orbit Family; Numerical Continuation
This study aims to generate new families of periodic orbits for the Jupiter-Callisto system and provide numerical methods for their computation and continuation. A total of 108 periodic orbit families were located, of which 59 were continued to the entire families and 20 were asymmetrical. New discoveries and characteristics of particular families were discussed, and synodic resonant periodic orbits under the perturbation of Ganymede were identified.
Periodic orbits are widely used in space missions and are fundamental for us to understand the complex dynamic system of circular restricted three-body problem. However, there are still many potential families of periodic orbits that have not been located and computed. This study aims to generate some new and less-known families of periodic orbits for the Jupiter-Callisto system to obtain an extended database. The numerical methods for the computation and continuation of periodic orbit families are provided. Five bifurcation diagrams are explored in depth, and 108 periodic orbit families are located. Of these, 59 families are continued to the entire families. Twenty asymmetrical families also come into view. New discoveries and the characteristics of several particular families are presented and discussed. Synodic resonant periodic orbits appearing under the perturbation of Ganymede are also identified. The expanded families of periodic orbits are expected to provide a reference for future Callisto exploration mission design.
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