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Analysis of optimal strategies for soft landing on the Moon from lunar parking orbits

机译:从月球停车轨道进行月球软着陆的最佳策略分析

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Optimal trajectory design of a probe for soft landing on the Moon from a lunar parking orbit by minimizing the fuel required is obtained. The problem is formulated as an optimal control problem with the thrust direction being the control variable. Using the maximum principle of Pontryagin, the control variable is expressed as a function of co-state variables and the problem is converted into a two-point boundary value problem. The two-point boundary value problem is solved using an optimization technique, i.e., controlled random search. The strategies such as – • direct landing from a lunar parking orbit using powered braking – • direct landing from an intermediate orbit using powered braking – • by executing powered braking in two phases: through horizontal braking and vertical landing are analyzed and an optimal strategy that achieves the goals is suggested. Also, appropriate design parameters are selected using this analysis
机译:通过最小化所需燃料,获得了一种用于从月球停车轨道软着陆的探测器的最佳轨迹设计。该问题被表述为最优控制问题,其中推力方向为控制变量。使用庞特里亚金的最大原理,将控制变量表示为共状态变量的函数,并将该问题转换为两点边值问题。使用优化技术,即受控随机搜索,解决了两点边值问题。这些策略包括:•通过动力制动直接从月球停车轨道着陆–•通过动力制动从中间轨道直接着陆-•通过分两个阶段执行动力制动:分析水平制动和垂直着陆,以及一种最佳策略建议实现目标。同样,使用此分析选择适当的设计参数

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