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Wavelet Fuzzy Brain Emotional Learning Control System Design for MIMO Uncertain Nonlinear Systems

机译:MIMO不确定非线性系统的小波模糊脑情感学习控制系统设计

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摘要

This paper aims to present a novel efficient scheme in order to more effectively control the multiple input and multiple output (MIMO) uncertain nonlinear systems. A wavelet fuzzy brain emotional learning controller (WFBELC) model is proposed, which is comprises the benefit of wavelet function, fuzzy theory and brain emotional neural network. When it is used as the main tracking controller for a MIMO uncertain nonlinear systems, the performances of the system, such as the approximation ability, the learning performance and the convergence rate, will be effectively improved. Meanwhile, the gradient descent method is used to adjust the parameters online of WFBELC and the Lyapunov function is employed to guarantee the rapid convergence of the control systems. For the sake of the further illustrating the superiority of this model, two examples of uncertain nonlinear systems, a Duffing-Holmes chaotic system and a Chua's chaotic circuit, are studied. After compared with other models, the test results show that the proposed model can be applied to obtain more satisfactory control performance and be more suitable to deal with the influence of the uncertainty of the MIMO nonlinear systems.
机译:本文旨在提出一种新颖的有效方案,以便更有效地控制多输入多输出(MIMO)不确定非线性系统。提出了一种基于小波函数,模糊理论和脑情感神经网络的小波模糊脑情感学习控制器(WFBELC)模型。当它用作MIMO不确定非线性系统的主跟踪控制器时,系统的性能,例如逼近能力,学习性能和收敛速度将得到有效改善。同时,采用梯度下降法在线调整WFBELC的参数,并采用Lyapunov函数保证控制系统的快速收敛。为了进一步说明该模型的优越性,研究了不确定非线性系统的两个例子,Duffing-Holmes混沌系统和Chua混沌电路。与其他模型比较后,测试结果表明,所提出的模型可用于获得更满意的控制性能,更适合处理MIMO非线性系统不确定性的影响。

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