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A Novel Piecewise Affine Memory Filtering Design for T-S Fuzzy Affine Systems in Finite Frequency Domain

机译:有限频域中的T-S模糊仿射系统的一种新颖的分段仿射记忆滤波设计

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This paper tackles the problem of piecewise affine (PWA) memory filtering design for discrete-time uncertain T-S fuzzy affine systems in finite frequency domain. It is assumed that the frequency of the disturbances is in a finite frequency domain. The objective is to design an admissible filter using both current and past output measurements of the system to guarantee the asymptotic stability of the filtering error system with a given finite frequency Hperformance index. Based on piecewise fuzzy Lyapunov functions, a new sufficient condition for finite frequency Hfiltering performance analysis is first derived, and then, the PWA memory filter synthesis is obtained. Finally, simulation studies are given to show the advantages and effectiveness of the proposed approach.
机译:本文解决了有限频域中离散时间不确定T-S模糊仿射系统的分段仿射(PWA)内存过滤设计的问题。假设干扰的频率是有限频域。目的是使用系统的电流和过去输出测量来设计可允许的过滤器,以保证具有给定有限频率H的过滤误差系统的渐近稳定性性能指数。基于分段模糊Lyapunov功能,有限频率H的新条件过滤性能分析首先导出,然后,获得PWA存储器滤波器合成。最后,给出了模拟研究表明所提出的方法的优点和有效性。

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