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Full and partial input-output decoupling of square and overactuated systems: A transformation-based approach

机译:方形和超驱动系统的全部和部分输入-输出解耦:基于变换的方法

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A transformation-based approach for the full and partial input-output decoupling of square and over actuated linear systems is presented. A certain transformation is introduced which highlights the coupling effects of the system. Based on the transformed system matrices, it can simply be seen how full and partial decoupling is derived. Additionally to the square case, an analysis for overactuated systems is given and it is highlighted how the degrees of freedom coming from overactuation can be used to manipulate the decoupling result. The contribution of the paper is to present an easy to handle decoupling technique which enables a simple access to input-output decoupling and visualizes all degrees of freedom.
机译:提出了一种基于平方变换的平方和超线性系统的全部和部分输入-输出解耦方法。引入了某种转换,突出了系统的耦合效果。基于变换后的系统矩阵,可以简单地看出如何实现完全和部分解耦。除方盒外,还对超激励系统进行了分析,并着重指出了如何将超激励产生的自由度用于操纵去耦结果。本文的贡献是提出了一种易于处理的去耦技术,该技术可以轻松实现输入-输出去耦,并可视化所有自由度。

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