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Intersecting invariant manifolds in spatial restricted three-body problems: Design and optimization of Earth-to-halo transfers in the Sun–Earth–Moon scenario

机译:在空间限制的三体问题中交叉不变歧管:在太阳地球场景中的地球到光环转移的设计和优化

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摘要

This work deals with the design of transfers connecting LEOs with halo orbits around libration points of the Earth–Moon CRTBP using impulsive maneuvers. Exploiting the coupled circular restricted three-body problem approximation, suitable first guess trajectories are derived detecting intersections between stable manifolds related to halo orbits of EM spatial CRTBP and Earth-escaping trajectories integrated in planar Sun–Earth CRTBP. The accuracy of the intersections in configuration space and the discontinuities in terms of Dv are controlled through the box covering structure implemented in the software GAIO. Finally first guess solutions are optimized in the bicircular four-body problem and single-impulse and two-impulse transfers are presented.
机译:这项工作涉及使用冲动的机动的地球CRTBP的自由点连接Leos与Halo Orbits连接的转移。利用耦合的圆形受限的三体问题近似,施加合适的第一猜测轨迹来检测与EM空间CRTBP的HALO轨道相关的稳定歧管之间的交叉点和集成在平面SUN-BATH CRTBP中的地球旋转轨迹之间的交叉点。通过软件Gaio中实现的盒子覆盖结构来控制配置空间和DV方面的交叉路口的准确性。最后,首先猜测解决方案在双结构四体问题中进行了优化,并提出了单脉冲和双脉冲传输。

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