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Robust H_2 control of ladder circuits modeled as a subclass of 2D systems

机译:梯形电路控制为2D系统的子类模型的梯形电路控制

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摘要

Spatially interconnected systems are the special case of 2D systems, since there exist 2 independent variables in the model. In the paper RLC ladder circuit uncertain model is taken as a particular case of such systems. Due to the model structure and uncertainties solving problems of stability testing and stabilization for such models requires developing its own, 2D based, approach. Hence on, a short introduction into 2D system theory is provided, then a methodology towards stability analysis and stabilizing controller design with the application of Linear Matrix Inequalities (LMI) techniques are presented. The main results of this paper is providing the solution for problems of the robust control and H_2 robust control of ladder circuits in terms of LMIs.
机译:空间互连的系统是2D系统的特殊情况,因为模型中存在2个独立变量。在纸张中,RLC梯形电路不确定模型作为这种系统的特定情况。由于模型结构和解决稳定性测试问题和这种模型的稳定性,需要开发自己的2D,基于2D的方法。因此,提供了对2D系统理论的简短引入,然后呈现了稳定性分析和稳定控制器设计的方法,其应用了线性矩阵不等式(LMI)技术。本文的主要结果是在LMIS方面提供了对梯形电路的鲁棒控制和H_2鲁棒控制的问题的解决方案。

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