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多航天器多小行星探测中的快速轨迹生成与小行星序列选择

Fast Trajectory Generation and Asteroid Sequence Selection in Multispacecraft for Multiasteroid Exploration.

作者信息

Qi Naiming, Fan Zichen, Huo Mingying, Du Desong, Zhao Ce

出版信息

IEEE Trans Cybern. 2022 Jul;52(7):6071-6082. doi: 10.1109/TCYB.2020.3040799. Epub 2022 Jul 4.

DOI:10.1109/TCYB.2020.3040799
PMID:33373314
Abstract

As an increasing number of asteroids are being discovered, detecting them using limited propulsion resources and time has become an urgent problem in the aerospace field. However, there is no universal fast asteroid sequence selection method that finds the trajectories for multiple low-thrust spacecraft for detecting a large number of asteroids. Furthermore, the calculation efficiency of the traditional trajectory optimization method is low, and it requires a large number of iterations. Therefore, this study combines Monte Carlo tree search (MCTS) with spacecraft trajectory optimization. A fast MCTS pruning algorithm is proposed, which can quickly complete asteroid sequence selection and trajectory generation for multispacecraft exploration of multiple asteroids. By combining the Bezier shape-based (SB) method and MCTS, this study realizes the fast search of the exploration sequence and the efficient optimization of the continuous transfer trajectories. In the simulation example, compared with the traversal algorithm, the MCTS pruning algorithm obtained the global optimal detection sequence of the search tree in a very short time. Under the same conditions, the Bezier SB method obtained the transfer trajectory with a better performance index faster than the finite Fourier series SB method. Performances of the proposed method are illustrated through a complex asteroid multiflyby mission design.

摘要

随着越来越多的小行星被发现,利用有限的推进资源和时间来探测它们已成为航天领域的一个紧迫问题。然而,目前还没有一种通用的快速小行星序列选择方法能够为多个低推力航天器找到探测大量小行星的轨迹。此外,传统轨迹优化方法的计算效率较低,需要大量迭代。因此,本研究将蒙特卡罗树搜索(MCTS)与航天器轨迹优化相结合。提出了一种快速MCTS剪枝算法,该算法能够快速完成多航天器对多个小行星探测的小行星序列选择和轨迹生成。通过将基于贝塞尔形状(SB)的方法与MCTS相结合,本研究实现了探测序列的快速搜索和连续转移轨迹的高效优化。在仿真示例中,与遍历算法相比,MCTS剪枝算法在极短时间内获得了搜索树的全局最优探测序列。在相同条件下,贝塞尔SB方法比有限傅里叶级数SB方法更快地获得了性能指标更好的转移轨迹。通过一个复杂的小行星多次飞越任务设计展示了所提方法的性能。

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引用本文的文献

1
Initial trajectory design of low-thrust spacecraft considering attitude constraints.考虑姿态约束的低推力航天器初始轨道设计
Sci Rep. 2024 Aug 30;14(1):20246. doi: 10.1038/s41598-024-70830-8.