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首页> 外文期刊>Journal of Applied Nonlinear Dynamics >Correction to the Unknown Input Observer Design for Linear Fractional-Order Time-Delay Systems and a New Enhanced LMI Condition
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Correction to the Unknown Input Observer Design for Linear Fractional-Order Time-Delay Systems and a New Enhanced LMI Condition

机译:对线性分数阶时间延迟系统的未知输入观察者设计的校正和新的增强LMI条件

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摘要

This note considers the work entitled "Unknown Input Observer Design for Linear Fractional-Order Time-Delay Systems". In the above paper [1], the authors gave the existence conditions of such observer, then based on the fractional order Lyapunov stability approach, a sufficient condition for the asymptotic stability of the estimation error have given in a linear matrix inequality (LMI) formulation which is incorrect. In this note, we give the correction of Theorem 7. The new proposed Theorem can be applied to a large kind of delayed fractional-order-system when the delay is time varying or constant, while the above mentioned paper consider only a constant time delay. The proof is based on the diffusive representation of the fractional- order derivative and the indirect Lyapunov approach proposed in [2].
机译:此注释考虑了题为“用于线性分数阶时间延迟系统的未知输入观察者设计”的工作。 在上面的论文[1]中,作者给出了这种观察者的存在条件,然后基于分数阶Lyapunov稳定性方法,对估计误差的渐近稳定性的足够条件以线性矩阵不等式(LMI)制剂给出 这是不正确的。 在本说明中,我们提供定理的校正7.当延迟是时变或常数时,新的建议定理可以应用于大量延迟的分数阶系统,而上述纸张仅考虑恒定的时间延迟 。 证据基于分数阶衍生物的扩散表示和[2]中提出的间接Lyapunov方法。

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