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Neural networks based identification and compensation of rate-dependent hysteresis in piezoelectric actuators

机译:基于神经网络的压电执行器速率相关磁滞的识别和补偿

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This paper presents a method of the identification for the rate-dependent hysteresis in the piezoelectric actuator (PEA) by use of neural networks. In this method, a special hysteretic operator is constructed from the Prandtl-Ishlinskii (PI) model to extract the changing tendency of the static hysteresis. Then, an expanded input space is constructed by introducing the proposed hysteretic operator to transform the multi-valued mapping of the hysteresis into a one-to-one mapping. Thus, a feedforward neural network is applied to the approximation of the rate-independent hysteresis on the constructed expanded input space. Moreover, in order to describe the rate-dependent performance of the hysteresis, a special hybrid model, which is constructed by a linear auto-regressive exogenous input (ARX) sub-model preceded with the previously obtained neural network based rate-independent hysteresis sub-model, is proposed. For the compensation of the effect of the hysteresis in PEA, the PID feedback controller with a feedforward hysteresis compensator is developed for the tracking control of the PEA. Thus, a corresponding inverse model based on the proposed modeling method is developed for the feedforward hysteresis compensator. Finally, both simulations and experimental results on piezoelectric actuator are presented to verify the effectiveness of the proposed approach for the rate-dependent hysteresis.
机译:本文提出了一种利用神经网络识别压电执行器(PEA)中与速率相关的磁滞的方法。在这种方法中,从Prandtl-Ishlinskii(PI)模型构造一个特殊的磁滞算子,以提取静态磁滞的变化趋势。然后,通过引入拟议的迟滞算子将迟滞的多值映射转换为一对一映射来构造扩展的输入空间。因此,将前馈神经网络应用于所构造的扩展输入空间上与速率无关的磁滞的近似值。此外,为了描述磁滞的与速率有关的性能,通过线性自回归外生输入(ARX)子模型构造了特殊的混合模型,该子模型先于先前获得的基于神经网络的与速率无关的磁滞子-模型,建议。为了补偿PEA中的磁滞效应,开发了具有前馈磁滞补偿器的PID反馈控制器,用于PEA的跟踪控制。因此,针对前馈磁滞补偿器开发了基于所提出的建模方法的对应逆模型。最后,给出了压电致动器的仿真结果和实验结果,以验证所提出的基于速率的磁滞方法的有效性。

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