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Optimal robust control approaches for a geostationary satellite attitude control

机译:地球静止卫星姿态控制的最佳鲁棒控制方法

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摘要

In this paper, two-optimal robust fuzzy proportional-integralderivative (FPID) and linear-quadratic regulator (LQR) controllers have been implemented for attitude control of a geostationary satellite, utilising momentum wheels. In the designed FPID controller, two fuzzy inference engines have been used, from which the second engine, is accounted to control the satellite attitude in severe deviations and preventing the system from instability. The designed FPID controller is optimised using the multi-objective genetic algorithm (MOGA) based on desired objective functions, which are deviation error from equilibrium states and control efforts. The optimal FPID controller is designed in such a way that while making extremum the desired objective functions, it also provides an appropriate controlling performance. Throughout designing robust LQR controller, design matrices of R and Q are selected in such a way to form a balance between the made control efforts and the settling time of the system.
机译:本文采用了利用动量轮,实现了两种最佳的鲁棒模糊比例积分积分(FPID)和线性二次调节器(LQR)控制器,用于采用动量轮。在设计的FPID控制器中,已经使用了两个模糊的推理引擎,从中使用了第二发动机,被认为是在严重偏差中控制卫星姿势并防止系统不稳定。设计的FPID控制器基于所需的目标函数的多目标遗传算法(MOGA)进行优化,这是均衡状态和控制力的偏差误差。最佳FPID控制器以这样的方式设计,同时使IMMERMUM成为所需的目标功能,它还提供了适当的控制性能。在整个设计稳健的LQR控制器中,R和Q的设计矩阵以这样的方式选择,以在制造的控制力和系统的稳定时间之间形成平衡。

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