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Control design for interval type-2 polynomial fuzzy-model-based systems with time-varying delay

机译:基于区间2型多项式模糊模型的时变时滞系统的控制设计

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摘要

In this study, the problems of stabilisation for interval type-2 polynomial fuzzy systems with time-varying delay and parameter uncertainties are investigated. The objective is to design a state-feedback interval type-2 polynomial fuzzy controller such that the closed-loop control system is asymptotically stable. The conditions for the existence of such a controller are delay dependent and membership function dependent in terms of sum-of-squares (SOS). Based on a basic lemma to deal with the delay terms, the authors formulate and solve the problem with more flexibility due to imperfect premise matching that the number of rules and premise membership functions are not necessary the same between the interval type-2 polynomial fuzzy model and interval type-2 polynomial fuzzy controller. Piecewise linear membership functions approximations enclosing the original lower and upper membership functions are employed to facilitate the stability analysis. A numerical example indicates the effectiveness of the derived results.
机译:本文研究了具有时变时滞和参数不确定性的区间2型多项式模糊系统的镇定问题。目的是设计一种状态反馈间隔类型2多项式模糊控制器,以使闭环控制系统渐近稳定。就平方和(SOS)而言,存在这种控制器的条件取决于延迟和隶属函数。基于处理延迟项的基本引理,作者提出并解决了由于不完善的前提匹配而产生的灵活性问题,即间隔类型2多项式模糊模型之间规则的数量和前提隶属函数的数量不必相同和区间2型多项式模糊控制器。包围原始的较低和较高隶属度函数的分段线性隶属度函数近似值可用于简化稳定性分析。数值示例表明了得出结果的有效性。

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