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Low-thrust transfer to the Earth-Moon triangular libration point via horseshoe orbit

机译:通过马蹄轨道转移到地球三角拉伸点的低推力转移

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This paper proposes a novel method for the low-thrust transfer to the triangular libration points in the Earth-Moon system. Horseshoe orbit is explored as the coasting arc in this transfer scenario. By tangential thrust control strategy, the low-thrust transfer from the Earth to the short-period orbit around L-4 point is realized. The pseudospectral method is used to obtain another Earth-L-4 transfer trajectory by solving an energy-optimal low-thrust trajectory optimization problem. Interestingly, these two kinds of Earth-L-4 low-thrust transfer trajectories both share similar geometric configuration and velocity trend with a natural Horseshoe orbit, which evokes the main contributions of this paper that leveraging Horseshoe orbit as the coasting arc. The complete transfer trajectory is divided into three phases: Earth spiral phase, Horseshoe coasting phase and L-4 point insertion phase, where the first and the third are powered phases. The tangential thrust control strategy is used in the first phase to generate the transfer from the Earth to the Horseshoe orbit, and the pseudospectral method is utilized in the third phase to enable the transfer from the Horseshoe coasting arc to the L(4 )point by solving a time-optimal transfer problem. Then, by patching these two powered segments with the unpowered Horseshoe coasting arc, the Earth-L-4 low-thrust transfer is constructed.
机译:本文提出了一种对地球系统中三角拉伸点的低推力转移的新方法。在此传输场景中探讨了马蹄铁轨道作为滑行弧。通过切向推力控制策略,实现了从地球到L-4点周围的短时间轨道的低推力转移。通过求解能量最佳的低推力轨迹优化问题,使用假谱法来获得另一个地球L-4传输轨迹。有趣的是,这两种地球-L-4低推力转移轨迹都与天然马蹄铁轨道分享了类似的几何配置和速度趋势,这引起了本文的主要贡献,即利用马蹄铁轨道作为滑行弧。完整的转移轨迹分为三个阶段:地球螺旋阶段,马蹄形沿线相和L-4点插入阶段,其中第一个和第三个是动力阶段。在第一阶段中使用切向推力控制策略以产生从地球到马蹄轨道的转移,并且在第三阶段使用伪谱方法,使得从马蹄形滑行弧转移到L(4)点解决时间最佳的转移问题。然后,通过用无动力的马蹄形弧形弧形修补这两个动力段,构造了地球L-4低推力转移。

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