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Li Xiangyu, Qiao Dong, Cheng Yu. PROGRESS OF THREE-BODY ORBITAL DYNAMICS STUDY[J]. Chinese Journal of Theoretical and Applied Mechanics, 2021, 53(5): 1223-1245. DOI: 10.6052/0459-1879-20-367
Citation: Li Xiangyu, Qiao Dong, Cheng Yu. PROGRESS OF THREE-BODY ORBITAL DYNAMICS STUDY[J]. Chinese Journal of Theoretical and Applied Mechanics, 2021, 53(5): 1223-1245. DOI: 10.6052/0459-1879-20-367

PROGRESS OF THREE-BODY ORBITAL DYNAMICS STUDY

  • The orbital dynamics in the three-body system is a classical problem in the field of astrodynamics. It has rich theoretical and engineering significance, and have played an important role in the process of space activities extending from near-earth space to deep space. This paper reviews and summarizes the progress of the study of orbital dynamics in the three-body system. Combined with the development trend of deep space exploration in the future, the hotspots and challenges in the research of three-body orbital dynamics are prospected. First, the research background and significance of the three-body problem are surveyed, and the development of the dynamics model of the three-body system is briefly reviewed. Secondly, characteristics of the local motion near the equilibrium point in the three-body problem are systematically summarized. The analytical and numerical methods for periodic orbits are introduced. The latest development of quasi-periodic motion is discussed. Meanwhile, the characteristics and research progress of global periodic motions in the three-body system including resonance orbits, cycler trajectories, and free return orbits are summarized. Next, the research progress of the low-energy transfer and capture trajectory design in the three-body system is analyzed from two aspects of invariant manifold theory and weak stability boundary theory. Finally, the applications of orbital dynamics in the three-body system in formation flight and navigation constellation design are summarized. Several orbital dynamics and control problems in the design of landing trajectories for full lunar-surface coverage, the low thrust orbit optimization of the three-body system, and the utilization of non-linear equilibrium points in the three-body system are addressed for future study.
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