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Accessibility assessment and trajectory design for multiple Near-Earth-asteroids exploration using stand-alone CubeSats

机译:使用独立立方体的多个近地区小行星勘探的可访问性评估和轨迹设计

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摘要

Continuous breakthrough of related technologies enables stand-alone interplanetary CubeSats, requiring primary propulsion systems for orbit maneuvering and trajectory control, to be applied in deep space missions. The application of stand-alone interplanetary CubeSats to explore multiple Near-Earth asteroids (NEAs) is investigated in this paper. Indirect and direct transfer trajectories to rendezvous with NEAs are designed assuming CubeSats are firstly parked on the Sun-Earth Halo orbits. To select candidate target asteroids that CubeSats could potentially reach, two assessment methods of the accessibility of NEAs are proposed based on the characteristic of the Sun-Earth Circular Restricted Three-Body Problem (CRTBP). Compared to the traditional methods, the two methods derive analytical expressions of the velocity increments of the transfer trajectories, which can simplify the accessibility assessments. By applying the assessment methods, the list of asteroids, ranked with respect to the accessibility of NEAs between the years 2020 and 2031, is produced. Then the transfer trajectories from the Sun-Earth Halo orbits to asteroids are calculated by numerical optimization method in the CRTBP model. It can be found that the two methods could serve as the effective tools to assess the accessibility of asteroids and the accuracy of the assessment methods of indirect transfer and direct transfer are +/- 0.02 km/s and +/- 0.1 km/s, respectively. (C) 2021 Elsevier Masson SAS. All rights reserved.
机译:相关技术的持续突破使独立的行星际立方体能够用于轨道操纵和轨迹控制的主要推进系统,以应用于深度空间任务。本文研究了独立行星立方体探索多个近地球小行星(BEES)的应用。对于Byeas的间接和直接转移轨迹,设计假设立方体首先停放在Sun-Earth Halo轨道上。为了选择候选目标小行星,立方体可以潜在地达到,基于Sun-eart循环限制三体问题(CRTBP)的特征,提出了两种评估方法。与传统方法相比,这两种方法导出了转移轨迹的速度增量的分析表达式,可以简化可访问性评估。通过应用评估方法,制作了在2020年和2031年之间的DES的可访问性等级排名的小行星列表。然后通过CRTBP模型中的数值优化方法计算来自Sun-Earth Halo轨道的转移轨迹。可以发现,这两种方法可以作为评估小行星的可达性的有效工具和间接转移和直接转移的评估方法的准确性是+/- 0.02 km / s和+/- 0.1 km / s,分别。 (c)2021 Elsevier Masson SAS。版权所有。

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