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Research on Hysteresis of Piezoceramic Actuator Based on the Duhem Model

机译:基于Duhem模型的压电陶瓷执行器磁滞研究

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摘要

To improve the modeling accuracy of piezoceramic actuator in the precision positioning system, the Duhem hysteretic model of the piezoceramic actuator was proposed. The paper used the polynomial function to approach the piecewise continuous function and f(v) and g(v) in the Duhem model, adopted recursive least squares algorithm and gradient correction algorithm to identify parameter α, polynomial coefficients of f and g in the Duhem model, and established the nonlinear parametric model of the piezoceramic actuator. Contrasting the simulation results of recursive least squares algorithm and gradient correction algorithm, the modeling accuracy is 0.24% when adopting the recursive least squares algorithm, and the modeling accuracy is 0.11% when adopting the gradient correction method. The result showed that the gradient correction algorithm could meet the modeling accuracy better, and the structure of the algorithm is simple, adaptable, and easy to implement.
机译:为了提高精密定位系统中压电陶瓷作动器的建模精度,提出了压电陶瓷作动器的Duhem磁滞模型。本文采用多项式函数逼近Duhem模型中的分段连续函数以及f(v)和g(v),采用递归最小二乘算法和梯度校正算法来识别参数α,Duhem中f和g的多项式系数模型,并建立了压电陶瓷执行器的非线性参数模型。与递推最小二乘算法和梯度校正算法的仿真结果相比,采用递归最小二乘算法的建模精度为0.24%,采用梯度校正的建模精度为0.11%。结果表明,该梯度校正算法能够较好地满足建模精度,并且结构简单,适应性强,易于实现。

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