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Discrete-time optimal attitude control of spacecraft with momentum and control constraints

机译:具有动量和力的航天器离散时间最优姿态控制   控制约束

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摘要

This article solves an optimal control problem arising in attitude control ofa spacecraft under state and control constraints. We first derive thediscrete-time attitude dynamics by employing discrete mechanics. Theorientation transfer, with initial and final values of the orientation andmomentum and the time duration being specified, is posed as an energy optimalcontrol problem in discrete-time subject to momentum and control constraints.Using variational analysis directly on the Lie group SO(3), we derive firstorder necessary conditions for optimality that leads to a constrained two pointboundary value problem. This two point boundary value problem is solved via anovel multiple shooting technique that employs a root finding Newton algorithm.Robustness of the multiple shooting technique is demonstrated through a fewrepresentative numerical experiments.
机译:本文解决了在状态和控制约束下航天器姿态控制中出现的最优控制问题。我们首先通过采用离散力学得出离散时间姿态动力学。在定向和动量的初始值和最终值以及持续时间已指定的情况下,定向传递是离散时间受动量和控制约束的能量最优控制问题。直接对李群SO(3)使用变分分析,我们推导了导致最优的一阶必要条件,从而导致了约束两点边界值问题。该两点边界值问题是通过采用根发现牛顿算法的阳极多重射击技术解决的。通过一些代表性的数值实验证明了多重射击技术的鲁棒性。

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