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Indirect predictive type-2 fuzzy neural network controller for a class of nonlinear input - delay systems

机译:用于一类非线性输入延迟系统的间接预测类型-2模糊神经网络控制器

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In this paper a new indirect type-2 fuzzy neural network predictive (T2FNNP) controller has been proposed for a class of nonlinear systems with input-delay in presence of unknown disturbance and uncertainties. In this method, the predictor has been utilized to estimate the future state variables of the controlled system to compensate for the time-varying delay. The T2FNN is used to estimate some unknown nonlinear functions to construct the controller. By introducing a new adaptive compensator for the predictor and controller, the effects of the external disturbance, estimation errors of the unknown nonlinear functions, and future sate estimation errors have been eliminated. In the proposed method, using an appropriate Lyapunov function, the stability analysis as well as the adaptation laws is carried out for the T2FNN parameters in a way that all the signals in the closed-loop system remain bounded and the tracking error converges to zero asymptotically. Moreover, compared to the related existence predictive controllers, as the number of T2FNN estimators are reduced, the computation time in the online applications decreases. In the proposed method, T2FNN is used due to its ability to effectively model uncertainties, which may exist in the rules and data measured by the sensors. The proposed T2FNNP controller is applied to a nonlinear inverted pendulum and single link robot manipulator systems with input time-varying delay and compared with a type-1 fuzzy sliding predictive (T1FSP) controller. Simulation results indicate the efficiency of the proposed T2FNNP controller. (C) 2017 ISA. Published by Elsevier Ltd. All rights reserved.
机译:本文已经提出了一种新的间接类型-2模糊神经网络预测(T2FNNP)控制器,用于一类具有输入延迟的非线性系统,存在未知干扰和不确定性。在该方法中,已经利用预测器来估计受控系统的未来状态变量来补偿时变延迟。 T2FNN用于估计一些未知的非线性函数来构造控制器。通过为预测器和控制器引入新的自适应补偿器,已经消除了未知非线性函数的外部干扰,估计误差和未来的SATE估计误差的影响。在所提出的方法中,使用适当的Lyapunov函数,以闭环系统中的所有信号保持有界的方式对T2FNN参数进行稳定性分析以及适应定律,并且跟踪误差会收敛到零渐近零点。此外,与相关的存在预测控制器相比,随着T2FNN估计器的数量减少,在线应用程序中的计算时间降低。在所提出的方法中,由于其有效地模拟不确定性的能力而使用T2FNN,这可能存在于由传感器测量的规则和数据中。所提出的T2FNNP控制器应用于具有输入时变延迟的非线性反转摆和单链路机器人机械手系统,并与1型模糊滑动预测(T1FSP)控制器进行比较。仿真结果表明所提出的T2FNNP控制器的效率。 (c)2017 ISA。 elsevier有限公司出版。保留所有权利。

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