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An Application of New Polynomial Matrix σ-Inverse in Minimum-Energy Design of Robust Minimum Variance Control for Nonsquare LTI MIMO Systems

机译:新多项式矩阵σ逆在非平方LTI MIMO系统鲁棒最小方差控制的最小能量设计中的应用

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摘要

In this paper a new method of designing of multivariable minimum variance/perfect control is presented. For this purpose the new introduced inverses of nonsquare polynomial matrices are used. It is indicated that the new inverses outperform the classical ones in terms of their contribution to more robust minimum-energy MV/perfect control. Simulation examples made in Matlab/Simulink environment confirm a big potential of the method proposed in this paper.
机译:本文提出了一种设计多变量最小方差/完善控制的新方法。为此,使用了新引入的非平方多项式矩阵的逆。研究表明,新的反演对更鲁棒的最小能量中压/完美控制的贡献优于传统的反演。在Matlab / Simulink环境下进行的仿真实例证明了本文提出的方法的巨大潜力。

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