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Intelligent adaptive dynamic surface control system with recurrent wavelet Elman neural networks for DSP-based induction motor servo drives

机译:基于递归小波Elman神经网络的智能自适应动态表面控制系统,用于基于DSP的感应电动机伺服驱动器

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In this paper, an intelligent adaptive dynamic surface control system (IADSCS) with recurrent wavelet Elman neural network (rWENN) for induction motor (IM) servo drive is proposed. The IADSCS comprises a dynamic surface controller (DSC), a recurrent wavelet Elman neural network (RWENN) uncertainty observer and a robust controller. First, a computed torque controller (CTC) is designed to stabilize the IM servo drive. Then, a nonlinear disturbance observer (NDO) is designed to estimate the nonlinear lumped parameter uncertainties existed in the CTC law. However, the IM servo drive performance is degraded by the NDO error due to the parameter uncertainties. To improve the robustness of the IM servo drive due to external load disturbances and parameter uncertainties, an IADSCS is designed to achieve this purpose. In the IADSCS, the DSC is used to overcome the explosion of the complexity in the backstepping design technique and the RWENN identifier is used to approximate the lumped parameter uncertainties and compounded disturbances. In addition, the robust controller is designed to recover the approximation error of the RWENN. The stability of the closed-loop system is guaranteed by the Lyapunov stability theory. All control algorithms are implemented using dSPACE1104 DSP-based control computer. The simulation and experimental results show the superiority of the proposed IADSCS in external load disturbance suppression and parameter uncertainties.
机译:本文提出了一种基于递归小波埃尔曼神经网络(rWENN)的感应电动机(IM)伺服驱动器智能自适应动态表面控制系统(IADSCS)。 IADSCS包括动态表面控制器(DSC),递归小波Elman神经网络(RWENN)不确定性观察器和鲁棒控制器。首先,计算扭矩控制器(CTC)用于稳定IM伺服驱动器。然后,设计了一个非线性扰动观测器(NDO)来估计CTC定律中存在的非线性集总参数不确定性。但是,由于参数不确定性,NDO错误会导致IM伺服驱动器性能下降。为了提高由于外部负载干扰和参数不确定性而导致的IM伺服驱动器的鲁棒性,设计了IADSCS来达到此目的。在IADSCS中,DSC用于克服反步设计技术中复杂性的爆炸式增长,而RWENN标识符用于近似化集总的参数不确定性和复合干扰。此外,鲁棒控制器设计用于恢复RWENN的近似误差。 Lyapunov稳定性理论保证了闭环系统的稳定性。所有控制算法均使用基于dSPACE1104 DSP的控制计算机来实现。仿真和实验结果表明,所提出的IADSCS在抑制外部载荷干扰和参数不确定性方面具有优势。

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