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On the development of an optimal parametric fuzzy controller bygenetic algorithms

机译:用MATLAB开发最优参数模糊控制器。遗传算法

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One way for a systematic approach to fuzzy controller design is byapplying genetic algorithms (GAs). GAs, however, are much moreapplicable to numerical-type optimization problems. A traditional fuzzycontroller contains both linguistic-type rules and numeric-typereasoning. Hence, transforming a fuzzy controller design into aGA-applicable optimization problem becomes the first subject in thedesign approach. So, in this paper, we present an index function torepresent the linguistic control rules in terms of numeric indices. Inthis way, a GA design approach becomes feasible. The index function hasa tunable parameter which is adaptive to the controlled system and isnovel to the fuzzy rule in a TSK (Tagaki-Sugeno-Kang) type fuzzycontroller. Simulation results with a second-order damping system arepresented to show the performance of the proposed fuzzy controller
机译:一种用于模糊控制器设计的系统方法是 应用遗传算法(GA)。但是,GA的数量更多 适用于数值型优化问题。传统模糊 控制器同时包含语言类型规则和数值类型 推理。因此,将模糊控制器设计转换为 遗传算法适用的优化问题成为 设计方法。因此,在本文中,我们提出了一个索引函数 用数字索引表示语言控制规则。在 这样,遗传算法设计方法变得可行。索引功能有 一个可调参数,它适用于受控系统,并且 TSK(Tagaki-Sugeno-Kang)型模糊规则中的模糊规则 控制器。二阶阻尼系统的仿真结果是 提出来展示所提出的模糊控制器的性能

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