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Time-optimal de-tumbling control of a rigid spacecraft

机译:刚性航天器的时间最优解翻控制

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摘要

The problem of time-optimal de-tumbling control (TODTC) of a rigid spacecraft moving between two attitudes is studied in this article. Unlike conventional approaches, which involve solving a set of differential equations, a novel numerical method is introduced. In the proposed method, by fixing the count of control steps and treating the sampling period as a variable, the TODTC problem is formulated as a nonlinear programming ( NLP) problem by utilizing an iterative procedure. Generating initial feasible solutions systematically is also discussed, since these are usually needed in solving a NLP problem. In this manner, the optimization process of the NLP problem can be started from many different points when searching for the optimal solution. Simulation results are included, to show the feasibility of the proposed method.
机译:本文研究了刚性航天器在两种姿态之间运动的时间最优解退控制(TODTC)问题。与涉及解决一组微分方程的常规方法不同,引入了一种新颖的数值方法。在提出的方法中,通过固定控制步骤的数量并将采样周期视为变量,利用迭代过程将TODTC问题公式化为非线性规划(NLP)问题。还讨论了系统生成初始可行解决方案的方法,因为解决NLP问题通常需要这些解决方案。以这种方式,当寻找最优解时,可以从许多不同的点开始NLP问题的优化过程。仿真结果包括在内,证明了该方法的可行性。

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