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Adaptive Self-Organizing Recurrent RBFN-Based Dynamic Surface Control for Linear Induction Motor Drive System with Dynamic Uncertainties

机译:具有动态不确定性的基于自适应自组织递归RBFN的线性感应电动机驱动系统的动态表面控制

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In this paper, a robust adaptive dynamic surface control (RADSC) scheme is proposed to achieve high dynamic performance for linear induction motor (LIM) drives. The proposed control scheme comprises a dynamic surface controller (DSC), a self-organizing recurrent radial basis function network (SORRBFN) uncertainty estimator and a robust controller. First, an adaptive computed thrust controller (ACTC) is developed to stabilize the LIM drive system. However, the LIM drive performance may be degraded because all parameter uncertainties are not considered in the design of the ACTC. Therefore, the RADSC is proposed to improve the robustness of the LIM drive against all parameter uncertainties. In the RADSC, the DSC is used as the main tracking controller to overcome the explosion of the complexity in the backstepping design technique and the SORRBFN uncertainty estimator is designed to approximate the parameter uncertainties and compounded disturbances. In addition, the robust controller is designed to recover the approximation error of the SORRBFN. The online adaptive control laws are derived using the Lyapunov theory so that the stability of the closed-loop system is guaranteed. An experimental system is established and the control algorithms are implemented using a DSP-based control computer. The experimental results show the superiority of the proposed RADSC scheme in the presence of parameter uncertainties and compounded disturbances.
机译:本文提出了一种鲁棒的自适应动态表面控制(RADSC)方案,以实现线性感应电动机(LIM)驱动器的高动态性能。提出的控制方案包括动态表面控制器(DSC),自组织递归径向基函数网络(SORRBFN)不确定性估计器和鲁棒控制器。首先,开发了自适应计算推力控制器(ACTC)以稳定LIM驱动系统。但是,由于ACTC设计中并未考虑所有参数不确定性,因此LIM驱动器性能可能会下降。因此,提出了RADSC,以提高LIM驱动器针对所有参数不确定性的鲁棒性。在RADSC中,DSC用作主要的跟踪控制器,以克服后推设计技术中复杂性的激增,而SORRBFN不确定度估计器则设计用于近似参数不确定性和复合干扰。此外,鲁棒控制器设计用于恢复SORRBFN的近似误差。利用李雅普诺夫理论推导了在线自适应控制律,从而保证了闭环系统的稳定性。建立了一个实验系统,并使用基于DSP的控制计算机实现了控制算法。实验结果表明,所提出的RADSC方案在存在参数不确定性和复合干扰的情况下具有优越性。

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