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Robust optimal attitude control of a laboratory helicopter without angular velocity feedback

机译:无角速度反馈的实验室直升机的稳健最佳姿态控制

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In this paper, the robust, optimal, output control problem is dealt with for a 3-degree-of-freedom laboratory helicopter. The control goal is to achieve the practical tracking of the desired elevation and pitch angles without the angular velocity feedback. A nominal linear time-invariant system is introduced and the real system is considered as the nominal one with uncertainties, including parameter perturbations, nonlinear time-varying uncertainties, and external disturbances. An observer is first used to estimate angular velocity. Then a nominal controller based on the optimal control method is designed for the nominal system to achieve the desired tracking properties. Lastly, a robust output compensator is added to restrain the effects of uncertainties in the real system. It is shown that asymptotic tracking properties and robust stability can be achieved. Experimental results on the laboratory helicopter are shown to verify the effectiveness of the proposed control method.
机译:本文研究了三自由度实验室直升机的鲁棒,最优,输出控制问题。控制目标是在没有角速度反馈的情况下实现对所需仰角和俯仰角的实际跟踪。介绍了一种标称线性时不变系统,并将实际系统视为具有不确定性的标称系统,其中包括参数摄动,非线性时变不确定性和外部干扰。首先使用观察者来估计角速度。然后,针对标称系统设计基于最优控制方法的标称控制器,以实现所需的跟踪特性。最后,增加了鲁棒的输出补偿器以限制实际系统中不确定性的影响。结果表明,可以实现渐近跟踪特性和鲁棒稳定性。显示了在实验室直升机上的实验结果,以验证所提出的控制方法的有效性。

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