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FAST DESIGN OF LOW-THRUST TRANSFER ORBIT FOR MANNED ASTEROIDS EXPLORATION

机译:低速传递轨道用于拟定阶梯的快速设计

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The methods for fast design of low-thrust transfer orbit for manned asteroids exploration were studied in this paper. The concept of Ephemeris Matching Method (EMM) was proposed, with which the initial launch window and the candidate optimal probe sequences were found quickly. The EMM measures the relative size of transfer energy consumption by examining the closeness from the target planet's ephemeris (or positions and velocities) to the matching planet's ephemeris (or positions and velocities) at departure or arrival times. Time nodes and other parameters were optimized for specific probe sequences by Differential Evolution(DE) algorithm and the fast-low thrust orbit model based on inverse polynomial shape-based method. Then, the final orbit and thrust control laws were optimized by Homotopic method with multi-body environment based on the Pontryagin's maximum principle. The results showed that the EMM could quickly and accurately find out the optimal initial launch window and the candidate probe sequences, whose computational efficiency is much higher than the Branch-and-Bound and other traversal searching methods; the Differential Evolution(DE) algorithm can further refine the optimal launch times and determine the optimal probe sequence; and the Homotopic method could finally optimize and output the low-thrust orbit which could well meet the Pontryagin's maximum principle's optimality conditions. The above integrative methods need not large-scale of numerical searching and calculations, and could greatly improve the efficiency for solving the manned asteroids exploration and other multi-objective rendezvous problems.
机译:研究了载人小行星低推力转移轨道的快速设计方法。提出了星历匹配方法(EMM)的概念,利用它可以快速找到初始发射窗口和候选最佳探针序列。 EMM通过检查在出发或到达时从目标行星星历(或位置和速度)到匹配行星星历(或位置和速度)的接近程度来衡量转移能源消耗的相对大小。通过差分进化算法(DE)和基于逆多项式基于形状的快速-低推力轨道模型,针对特定的探测序列对时间节点和其他参数进行了优化。然后,基于庞特里亚金极大值原理,利用多体环境下的同伦方法对最终的轨道和推力控制律进行了优化。结果表明,EMM可以快速,准确地找到最优的初始发射窗和候选探针序列,其计算效率远远高于Branch-and-Bound方法和其他遍历搜索方法。差分进化算法(DE)可以进一步优化最优发射时间并确定最优探针序列。而同伦方法最终可以优化并输出完全满足蓬特里亚金最大原理最优条件的低推力轨道。上述综合方法不需要大规模的数值搜索和计算,可以大大提高解决载人小行星探索和其他多目标交会问题的效率。

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