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FUZZY OPTIMIZATION USING EXTENDED KALMAN FILTER

机译:扩展卡尔曼滤波器的模糊优化

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Fuzzy Logic is based on the idea that in fuzzy sets each element in the set can assume a value from 0 to 1, not only 0 or 1, as in crisp set theory. The degree of membership function is defined as the gradation in the extent to which an element is belonging to the relevant sets. Optimizing the membership functions of a fuzzy system can be viewed as a system identification problem for nonlinear dynamic system. In this paper two input and one output fuzzy controller is designed for the dynamic process of aircraft. The addition of an EKF in the feedback loop improved the system response by blocking possible effects of measurement error based on Predictor-Corrector algorithm. An Extended Kalman Filter approach to optimize the membership functions of the inputs and outputs of the fuzzy controller. The performance of the fuzzy system before and after the optimization are compared, as well as the membership functions.
机译:模糊逻辑基于这样的思想:在模糊集中,集合中的每个元素都可以采用从0到1的值,而不仅是0或1,就像在脆集理论中一样。隶属度函数定义为元素属于相关集合的程度的等级。优化模糊系统的隶属度函数可以看作是非线性动力学系统的系统辨识问题。本文针对飞机的动态过程设计了两输入一输出模糊控制器。在反馈回路中添加EKF,可通过阻止基于Predictor-Corrector算法的测量误差的可能影响来改善系统响应。一种扩展卡尔曼滤波器方法,用于优化模糊控制器输入和输出的隶属函数。比较了优化前后模糊系统的性能以及隶属函数。

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