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首页> 外文期刊>Acta astronautica >Libration points and periodic orbit families near a binary asteroid system with different shapes of the secondary
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Libration points and periodic orbit families near a binary asteroid system with different shapes of the secondary

机译:在二元小行星系统附近的自由点和周期轨道家庭,其次要形状不同

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Due to the limited capability of ground-based observations, the shapes of asteroids cannot be determined precisely, especially for the secondary of a binary system. In this paper, libration points and periodic orbit families near a binary asteroid system with different shapes of the secondary are investigated, with the binary 66391 Moshup, previously known as 1999 KW4, as an example. The gravity fields of the primary and secondary of the binary system are modelled as those of a polyhedron and a triaxial ellipsoid, respectively. With a nominal shape model for the secondary, the positions and stability of libration points are determined, and periodic orbit families emanating from each libration point are generated by numerical methods. The connections and bifurcations of periodic orbit families are analyzed through comparisons with the classic results of the circular restricted three body problem (CR3BP). Then, the effect of the shape uncertainty is investigated by changing the shape of the secondary. Libration points and associated periodic orbit families are calculated and analyzed with different shapes of the secondary. It has been found that the libration points have slight offsets on position, but their topological structures remain the same. In some cases, the halo orbit family bifurcates from the vertical Lyapunov orbit family rather than the planar Lyapunov orbit family, indicating that bifurcations of periodic orbit families are different and new connections between periodic orbit families can exist. The results will provide general insights into variations of the dynamical environments near a binary asteroid system caused by different shapes of the secondary, and will be helpful for the planetary science research and exploration mission design.
机译:由于地面观察的能力有限,不能精确地确定小行星的形状,特别是对于二元系统的次级来确定。在本文中,研究了具有不同形状的二元小行星系统附近的自由点和周期轨道家庭,其中二元66391 MOSHUP,以前称为1999 kW4。二元系统的初级和次级的重力场分别被建模为多面体和三轴椭圆体的建模。利用次级的标称形状模型,确定了自由点的位置和稳定性,并且通过数值方法生成了从每个自动点发出的周期性轨道族。通过比较分析周期性轨道家庭的连接和分叉,并通过比较分析循环限制的三个身体问题(CR3BP)的经典结果。然后,通过改变次级的形状来研究形状不确定性的效果。利用不同的次要形状计算并分析了解放点和相关的周期性轨道族。已经发现,Libration点对位置有轻微的偏移,但它们的拓扑结构保持不变。在某些情况下,Halo轨道家庭从垂直的Lyapunov轨道家庭中分叉而不是平面Lyapunov轨道家族分叉,表明周期性轨道家庭的分叉是不同的,并且周期性轨道家庭之间的新联合可以存在。结果将在由二级形状的不同形状引起的二元小行星系统附近的动态环境中的变化方面提供一般的见解,并将有助于行星科学研究和勘探任务设计。

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