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Multiobjective Design Exploration of a Many-objective Space Trajectory Problem for Low-Thrust Spacecraft Using MOEA with Large Populations

机译:低推力航天器大种群多目标空间轨道多目标空间轨迹问题的多目标设计探索

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This study explores many-objective trajectory designs for the future low-thrust spacecraft proposed in ISAS/JAXA. The various trajectory profiles are identified by multiobjective evolutionary algorithm (MOEA) for many-objective optimization. One difficulty of the low-thrust transfer problem is that there are many possible trajectory profiles due to many revolutions during the orbit raising phase. The objective functions of the low-thrust transfer problem are designed to minimize (1) the operation time of the Ion Engine System, (2) the flight time to reach the lunar orbit, (3) the maximum eclipse time and to maximize (4) initial mass of the spacecraft. For improving the performance of the evolutionary computation with large populations, CHEbyshev-Epsilon opTimizer AlgoritHm (CHEETAH) is adopted. The CHEETAH combines e-indicator and Chebyshev achievement function into a ranking method, and is designed for the parallel evaluation. The parallel CHEETAH with large populations is conducted at "K" supercomputer. The analysis of nondominated solutions reveals various trade-off relations and correlations among the objective functions. Furthermore, the analysis results provide useful knowledge to design trajectory profiles in the low-thrust spacecraft with the ion engine.
机译:这项研究探索了在ISAS / JAXA中提出的未来低推力航天器的多目标轨迹设计。通过多目标进化算法(MOEA)识别各种轨迹轮廓,以实现多目标优化。低推力传递问题的一个困难是,由于在轨道上升阶段进行了许多旋转,因此存在许多可能的轨迹轮廓。低推力传递问题的目标函数旨在最大程度地减少(1)离子发动机系统的运行时间,(2)到达月球轨道的飞行时间,(3)最大月食时间并最大化(4) )航天器的初始质量。为了提高大种群进化计算的性能,采用了CHEbyshev-Epsilon opTimizer算法(CHEETAH)。 CHEETAH将电子指标和Chebyshev成就功能结合在一起,成为一种排名方法,专为并行评估而设计。在“ K”超级计算机上进行人口众多的并行CHEETAH。对非支配解的分析揭示了目标函数之间的各种权衡关系和相关性。此外,分析结果为使用离子发动机的低推力航天器设计轨迹轮廓提供了有用的知识。

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