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An evolving T-S fuzzy model identification approach based on a special membership function and its application on pump-turbine governing system

机译:基于特殊隶属度函数的演化T-S模糊模型辨识方法及其在水轮机调节系统中的应用

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摘要

Hyper-plane-shaped clustering (HPSC) has been proved to be more effective in Takagi–Sugeno (T–S) fuzzy model identification compared with hyper-sphere-shaped clustering (HSSC). However, there is no special membership function matching HPSC in fuzzy modeling, and the commonly used bell-shaped Gaussian function is more suitable for HSSC. In this paper, a novel T–S fuzzy model identification method is adopted, in which a new fuzzy membership function designed for HSPC is designed. In this approach, a fuzzy c-regression model based clustering method is used to partition the fuzzy space firstly; and then a new HPSC fuzzy membership function is designed to identify the antecedent membership function (MF) parameters; finally the gravitational search algorithm is applied to optimize the MF parameters further. Experimental results on several benchmark problems show that modeling accuracies have been promoted significantly. The proposed approach has been applied in fuzzy modeling of pump-turbine governing system (PTGS). The comparative experimental results reveal that the proposed approach could achieve high accuracy and would be an effective modeling tool for complicated nonlinear system in engineering applications.
机译:与高球形聚类(HSSC)相比,超平面形聚类(HPSC)在高木-杉野(TS)模糊模型识别中被证明更加有效。但是,在模糊建模中没有匹配HPSC的特殊隶属度函数,常用的钟形高斯函数更适合HSSC。本文采用一种新颖的TS模糊模型识别方法,为HSPC设计了一种新的模糊隶属度函数。该方法首先基于模糊c-回归模型的聚类方法对模糊空间进行划分。然后设计了一个新的HPSC模糊隶属度函数来识别先前的隶属度函数(MF)参数。最后应用引力搜索算法进一步优化了中频参数。对几个基准问题的实验结果表明,建模精度已得到显着提高。该方法已应用于水泵水轮机调节系统的模糊建模中。对比实验结果表明,该方法可以达到较高的精度,是工程应用中复杂非线性系统的有效建模工具。

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