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Construction of Flat Outputs of Nonlinear Discrete-Time Systems in a Geometric and an Algebraic Framework

机译:在几何和代数框架中构建非线性离散时间系统的平坦输出

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Abstract: This paper introduces a method for the construction of fiat outputs of nonlinear discrete-time systems which is based on the idea of finding state- and input transformations which split the system into a smaller-dimensional subsystem and an endogenous dynamic feedback. If such a transformation exists, the complete system is flat if and only if the subsystem is flat, and thus in the next step we can proceed with the smaller-dimensional subsystem. We show how to find the appropriate coordinate transformations in a geometric and an algebraic framework, which are both well-established for the analysis of discrete-time systems.
机译:摘要: 本文介绍了一种非线性离散时间系统法币输出的构造方法,该方法基于寻找状态和输入变换的思想,将系统分解为较小维的子系统和内生动态反馈。如果存在这样的变换,则当且仅当子系统是平坦的时,整个系统才是平坦的,因此在下一步中,我们可以继续使用较小维度的子系统。我们展示了如何在几何和代数框架中找到合适的坐标变换,这两者都是分析离散时间系统的公认函数。

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