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Non-conservative adaptive fuzzy sliding mode control for trajectory tracking of non-linear systems

机译:非线性系统轨迹跟踪的非保守自适应模糊滑模控制

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摘要

A novel synergetic methodology combining the merits of sliding mode control and fuzzy modelling technique through the modelling-error based adaptive law is developed to solve the trajectory-tracking problem of uncertain non-linear systems. Two modelling-error based adaptive fuzzy systems are utilised to estimate the unknown non-linear systems. Based on the approximation of unknown non-linearities, the equivalent control part of sliding mode control is constructed to adaptively compensate the known part of the uncertainties. Concurrently, a third fuzzy system automatically adjusts the discontinuous gain of switch control to a necessary level in order to overcome the modelling error of the first two fuzzy systems for guaranteeing the reachability of sliding mode. With more knowledge of the uncertainties and acquisition of equivalent control, the switch gain and therefore the chattering can be effectively decreased to the minimum level. The bounds of the uncertainties are not required to be known in advance, and the robust stability of closed loop systems is guaranteed in the Lyapunov sense. Simulation results are given to demonstrate the improved performance.
机译:提出了一种新颖的协同方法,将滑模控制和模糊建模技术的优点通过基于建模误差的自适应律相结合,以解决不确定非线性系统的轨迹跟踪问题。利用两个基于建模误差的自适应模糊系统来估计未知的非线性系统。基于未知非线性的近似,构造滑模控制的等效控制部分以自适应地补偿不确定性的已知部分。同时,第三模糊系统自动将开关控制的不连续增益调节到必要的水平,以克服前两个模糊系统的建模误差,以保证滑模的可达性。有了对不确定性的更多了解和等效控制的获得,开关增益以及由此产生的颤动可以有效地降低到最小水平。不确定性的界限不需要预先知道,并且在Lyapunov意义上保证了闭环系统的鲁棒稳定性。仿真结果表明了改进的性能。

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