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Analytical optimal guidance algorithm for lunar soft landing with terminal control constraints

机译:具有终端控制约束的月球软着陆的解析最优制导算法

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In this paper it is proposed to augment an existing optimal analytical guidance algorithm for the purpose of achieving terminal angle constraint during the terminal powered descent phase of a lunar soft landing mission. Basic algorithm formulation caters to minimizing the acceleration due to onboard engines to minimize the fuel spend and reach the desired position with desired velocity. However, in order to cope up with terminal angle constraint, an augmentation is proposed in the objective function wherein the aim is not only to minimize the energy but also to minimize the terminal error in acceleration achieved and the desired acceleration specified by the designer. This inadvertently leads to the desired terminal angle. Simulations done for the fine braking phase of lunar soft landing mission prove that terminal attitude constraints are met with the modification in objective function.
机译:在本文中,建议增加现有的最佳分析制导算法,以在月球软着陆任务的终端动力下降阶段实现终端角度约束。基本算法公式旨在最大程度地降低由于机载发动机而引起的加速度,从而将燃料消耗降至最低,并以所需速度到达所需位置。然而,为了应对端角约束,在目标函数中提出了一种增强,其中目的不仅在于使能量最小化,而且还使实现的加速度和设计者指定的期望加速度的终端误差最小化。这会无意间导致所需的终止角度。对月球软着陆任务的精细制动阶段进行的仿真证明,通过对目标函数的修改,可以满足终端姿态约束。

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