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Direct Lyapunov-based control law design for spacecraft attitude maneuvers

机译:基于直接李雅普诺夫的航天器姿态操纵控制律设计

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摘要

A direct Lyapunov-based control law is presented to perform on-orbit stability for spacecraft attitude maneuvers. Spacecraft attitude kinematic equations and dynamic equations are coupled, nonlinear, multi-input multi-output (MIMO), which baffles controller design. Orbit angular rates are taken into account in kinematic equations and influence of gravity gradient moments and disturbance moments on the spacecraft attitude in dynamic equations is considered to approach the practical environment, which enhance the problem complexity to some extent. Based on attitude tracking errors and angular rates, a Lyapunov function is constructed, through which the stabilizing feedback control law is deduced via Lie derivation of the Lyapunov function. The proposed method can deal with the case that the spacecraft is subjected to mass property variations or centroidal inertia matrix variations due to fuel assumption or flexibility, and disturbance moments, which shows the proposed controller is robust for spacecraft attitude maneuvers. The unlimited controller and the limited controller are taken into account respectively in simulations. Simulation results are demonstrated to validate effectiveness and feasibility of the proposed method.
机译:提出了一种基于李雅普诺夫的直接控制律,以执行航天器姿态机动的在轨稳定性。航天器的姿态运动方程和动力学方程是耦合的,非线性的,多输入多输出(MIMO),这使控制器的设计变得困难。运动方程中考虑了轨道角速度,动态方程中考虑了重力梯度矩和扰动矩对航天器姿态的影响,以接近实际环境,这在一定程度上增加了问题的复杂性。基于姿态跟踪误差和角速率,构造了一个Lyapunov函数,通过该函数可以通过Lyapunov函数的Lie推导得出稳定的反馈控制律。所提出的方法可以处理由于燃料假设或柔性以及干扰力矩而使航天器经受质量特性变化或质心惯性矩阵变化的情况,这表明所提出的控制器对于航天器姿态操纵是鲁棒的。在仿真中分别考虑了无限控制器和受限控制器。仿真结果证明了所提方法的有效性和可行性。

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