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Adaptive variable structure hierarchical fuzzy control for a class of high-order nonlinear dynamic systems

机译:一类高阶非线性动力系统的自适应变结构分层模糊控制

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In this paper, a novel adaptive hierarchical fuzzy control system based on the variable structure control is developed for a class of SISO canonical nonlinear systems in the presence of bounded disturbances. It is assumed that nonlinear functions of the systems be completely unknown. Switching surfaces are incorporated into the hierarchical fuzzy control scheme to ensure the system stability. A fuzzy soft switching system decides the operation area of the hierarchical fuzzy control and variable structure control systems. All the nonlinearly appeared parameters of conclusion parts of fuzzy blocks located in different layers of the hierarchical fuzzy control system are adjusted through adaptation laws deduced from the defined Lyapunov function. The proposed hierarchical fuzzy control system reduces the number of rules and consequently the number of tunable parameters with respect to the ordinary fuzzy control system. Global boundedness of the overall adaptive system and the desired precision are achieved using the proposed adaptive control system. In this study, an adaptive hierarchical fuzzy system is used for two objectives; it can be as a function approximator or a control system based on an intelligent-classic approach. Three theorems are proven to investigate the stability of the nonlinear dynamic systems. The important point about the proposed theorems is that they can be applied not only to hierarchical fuzzy controllers with different structures of hierarchical fuzzy controller, but also to ordinary fuzzy controllers. Therefore, the proposed algorithm is more general. To show the effectiveness of the proposed method four systems (two mechanical, one mathematical and one chaotic) are considered in simulations. Simulation results demonstrate the validity, efficiency and feasibility of the proposed approach to control of nonlinear dynamic systems. (C) 2014 ISA. Published by Elsevier Ltd. All rights reserved.
机译:本文针对一类存在有界扰动的SISO正则非线性系统,提出了一种基于变结构控制的新型自适应分层模糊控制系统。假定系统的非线性函数是完全未知的。开关表面被合并到分层模糊控制方案中,以确保系统的稳定性。模糊软开关系统决定了分层模糊控制和变结构控制系统的操作区域。通过从定义的Lyapunov函数推导的自适应定律,对位于分层模糊控制系统不同层中的模糊块的结论部分的所有非线性出现的参数进行调整。相对于普通模糊控制系统,所提出的分层模糊控制系统减少了规则的数量,因此减少了可调参数的数量。使用提出的自适应控制系统可以实现整个自适应系统的全局有界性和所需的精度。在这项研究中,自适应分层模糊系统用于两个目标。它可以作为函数近似器或基于智能经典方法的控制系统。证明了三个定理,以研究非线性动力系统的稳定性。提出的定理的重点在于,它们不仅可以应用于具有不同层次的模糊控制器结构的分层模糊控制器,而且可以应用于普通的模糊控制器。因此,提出的算法更为通用。为了显示该方法的有效性,在仿真中考虑了四个系统(两个机械系统,一个数学系统和一个混沌系统)。仿真结果证明了所提出的非线性动态系统控制方法的有效性,有效性和可行性。 (C)2014 ISA。由Elsevier Ltd.出版。保留所有权利。

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