Nonlinear System Modeling Study Based on Fuzzy Neural Network with Chaotic Mechanism

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Abstract:

This paper for the shortcomings of conventional BP algorithm which has slow convergence and falls into local minimum easily, the nonlinear self-feedback term with chaotic mechanism is introduced into this algorithm. Thus chaotic BP algorithm (CBPA) is given. The weight of fuzzy neural network (FNN) is trained and learned by using it. Thus an introduction-type fuzzy chaotic neural network (IFCNN) is constituted. Then simulation of nonlinear system based on IFCNN given is proposed. Simulation results show that the designed IFCNN has the same and complex dynamic characteristics with chaotic system, which has good modeling capabilities for nonlinear system.

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Periodical:

Advanced Materials Research (Volumes 532-533)

Pages:

460-464

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Online since:

June 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] in Bin, Wu min, Wang xin. Hybrid chaotic optimization algorithm for fuzzy neural network model and its application[J]. Control and Decision, 2005, 20(03): 261-265.

Google Scholar

[2] Ma Lili. Study and Application of Artificial Neural Network to Modeling Nonlinear System[D]. Journal of North China University of Electric Power (Beijing), (2008).

Google Scholar

[3] Wei Dong, Ma Riuping, Zhang Minglian, Shi Xiaorong. Artificial-Neural-network-based Nonlinear Adaptive Control and Simulation[J]. Journal of Beijing University of Aeronautics and Astronautics, 2004, (03).

Google Scholar

[4] Liu He, Wang Xiuying, Huang Dao. Multilayer Recurrent Fuzzy Neural Network Modeling Based on Hybrid Chaotic Search Method[J]. Journal of East China University of Science Technology (Natural Science Edition), 2008, 34(04): 589-593.

Google Scholar

[5] Li Xiangfei, Zou En, Zhang Taishan. Chaos optimization algorithm design for fuzzy neural network[J]. Control Theory&Applications, (2002).

Google Scholar