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H~∞/μ Control-Based Frequency-Shaped Sliding Mode Control for Flexible Structures

机译:基于H〜∞/μ控制的挠性结构频率成形滑模控制

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摘要

In this paper we propose a new sliding mode control method using H~∞/μ synthesis theory. This concept is based on the frequency-shaped approach. A conventional hyperplane consists of a desired reference model without dynamics. Therefore, the sliding mode control system often becomes unstable based on spillover phenomena in a high-frequency region. On the other hand, the proposed design method can completely suppress such spillover phenomena because of the frequency-shaped hyperplane. Also, the controller designed by the proposed method has not only stability robustness but also robust performance in cases of parameter variations in the hyperplane to minimize the maximum singular value and structured singular value from some noise to the controlled variables. We have applied this new method to a flexible structure of a miniature test rig with four stories. We have verified from simulations that the new sliding mode control method proposed by us exhibits good performance and is very useful for suppressing the spillover in a high-frequency region.
机译:本文提出了一种基于H〜∞/μ综合理论的滑模控制新方法。该概念基于频率整形方法。常规超平面由没有动力学的期望参考模型组成。因此,基于高频区域中的溢出现象,滑动模式控制系统经常变得不稳定。另一方面,由于频率形状的超平面,所提出的设计方法可以完全抑制这种溢出现象。而且,通过所提出的方法设计的控制器不仅具有稳定性的鲁棒性,而且在超平面中的参数变化的情况下也具有鲁棒的性能,以最小化从某些噪声到控制变量的最大奇异值和结构奇异值。我们已将此新方法应用于具有四个故事层的微型测试台的灵活结构。从仿真中我们已经验证了我们提出的新的滑模控制方法表现出良好的性能,并且对于抑制高频区域的溢出非常有用。

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