1 Chapman CR, Veverka J, Thomas PC, et al. Discovery and physical properties of Dactyl, a satellite of asteroid 243 Ida. Nature, 1995, 374(6525):783-785
2 李俊峰, 宝音贺西. 深空探测中的动力学与控制. 力学与实践, 2007, 29(4):1-9
3 Scheeres D. Orbital Motion in Strongly Perturbed Environments:Applications to Asteroid, Comet and Planetary Satellite Orbiters. London:Springer-Praxis, 2012
4 Murry CD, Dermott SF. Solar System Dynamics. NY:Cambridge University Press, 1999
5 Fornasier S, Clark BE, Dotto E. Spectroscopic survey of X-type asteroids. Icarus, 2011, 214(1):131-146
6 Hu WD. Orbital motion in uniformly rotating second degree and order gravity fields.[PhD Thesis]. Michigan:University of Michigan, 2002
7 Harris AW. The rotation rates of very small asteroids:evidence for "rubble pile" structure. Lunar and Planetary Science XXVII, 1996, 27:493-494
8 Rozitis B, Maclennan E, Emery JP. Cohesive forces prevent the rotational breakup of rubble-pile asteroid (29075) 1950 DA. Nature, 2014, 512:174-176
9 于洋. 小天体引力场中的轨道动力学研究.[博士论文]. 北京:清华大学, 2014
10 Huang JC, Ji JH, Ye PJ, et al. The ginger-shaped asteroid 4179 Toutatis:new observations from a successful flyby of Chang'e-2. Scientific Reports, 2013, 3:3411
11 崔平远, 乔栋. 小天体附近轨道动力学与控制研究现状与展望. 力学进展, 2013, 43(5):526-539
12 Chesley SR, Ostro SJ, Vokrouhlicky D, et al. Direct detection of the Yarkovsky effect by radar ranging to asteroid 6489 Golevka. Science, 2003, 302(5651):1739-1742
13 Taylor PA, Margot JL, Vokrouhlicky D, et al. Spin rate of asteroid (54509) 2000 PH5 increasing due to the YORP effect. Science, 2007, 316:274-277
14 Golubov O, Scheeres DJ, Krugly YN. A three-dimensional model of tangential YORP. The Astrophysical Journal, 2014, 794:22
15 Braun CV. The gravitational potential of two arbitrary, rotating bodies with applications to the Earth-Moon system.[PhD Thesis]. Texas:University of Texas at Austin, 1991
16 Geissler P, Petit JM, Durda DD, et al. Erosion and ejectareaccretion of 243 Ida and its moon. Icarus, 1996, 120:140-157
17 Werner RA. The gravitational potential of a homogeneous polyhedron or don't cut corners. Celestial Mechanics and Dynamical Astronomy, 1994, 59(3):253-278
18 Zeng XY, Gong SP, Li JF, et al. Solar sail body-fixed hovering over elongated asteroids. Journal of Guidance, Control, and Dynamics, 2016, 39(6):1223-1231
19 Riaguas A, Elipe A, Lara M. Periodic orbits around a massive straight segment. Celestial Mechanics and Dynamical Astronomy, 1999, 73:169-178
20 Suvakov M, Dmitrasinovic V. Three classes of Newtonian three-body planar periodic orbits. Physical Review Letters, 2013, 110(11):114301 |