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Measurement feedback disturbance decoupling in discrete-time nonlinear systems

机译:离散时间非线性系统中的测量反馈扰动解耦

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The paper studies the disturbance decoupling problem by the dynamic measurement feedback for discrete-time nonlinear control systems. To address the problem the algebraic approach, called the algebra of functions, is applied, which allows the system description also depend on non-differentiable functions. A necessary and sufficient condition is given in terms of controlled and (h,f)-invariant functions. Also, algorithms are derived, which find invariant functions and the required feedback. The algorithms are implemented in Mathematica software which is made available over the internet.
机译:本文通过动态测量反馈研究离散时间非线性控制系统的干扰解耦问题。为了解决该问题,采用了称为函数代数的代数方法,该方法使得系统描述也依赖于不可微分函数。根据受控和(h,f)不变函数给出了一个必要和充分的条件。而且,推导了算法,该算法找到不变的函数和所需的反馈。这些算法在Mathematica软件中实现,该软件可通过Internet获得。

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