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首页> 外文期刊>American Journal of Nanotechnology >Modeling of Piezoelectric Actuators Based on Bayesian Regularization Back Propagation Neural Network | Science Publications
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Modeling of Piezoelectric Actuators Based on Bayesian Regularization Back Propagation Neural Network | Science Publications

机译:贝叶斯正则反向传播神经网络的压电执行器建模科学出版物

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> Problem statement: Piezoelectric actuator is a kind of key driving components for micropositioning stages, micropumps, micro valves, micro gripper and so on in the fields of microano technology such as integrated circuit manufacturing, precision instruments, ultra precision fabrication, biomedical manipulation. It has lots of advantages including high stiffness, fast response times, less heat generating, low power consumption and large force output. But the hysteresis nonlinearity seriously affects working performance of actuators. So a lot of models were proposed to describe the hysteresis nonlinearity. A popular model which was widely used is the Preisach model. In order to obtain accurate displacement output corresponding to arbitrary input voltage with the Preisach model, function output approximation is needed. Approach: In this study, firstly the Preisach model was introduced. Then the function modeling of Preisach model based on a Bayesian Regularization Back Propagation Neural (BRBPNN) was presented and a three layers BPNN was designed. Finally, the BRBPNN was trained in Neural Network toolbox of MATLAB6.0. The Preisach function values not at equal diversion points were calculated by the trained network and the actual displacement outputs and theoretical values corresponding to random voltages input were compared. Results: Experimental results indicate that theoretical displacements and measured displacements agree with very well, the maximum displacement error is 0.35μm and the standard deviation is 0.24 μm. Conclusion: The BRBPNN could realize function approximation in Preisach modeling accurately and could meet the precision requirement in the field of modeling and controlling of piezoelectric actuators.
机译: > 问题陈述:压电致动器是微/纳米技术领域中微定位平台,微泵,微阀,微夹持器等的关键驱动组件。集成电路制造,精密仪器,超精密制造,生物医学操纵。它具有许多优点,包括高刚度,快速响应时间,更少的发热,低功耗和大的力输出。但是,磁滞非线性会严重影响执行器的工作性能。因此提出了许多模型来描述磁滞非线性。普遍使用的流行模型是Preisach模型。为了在Preisach模型中获得与任意输入电压相对应的精确位移输出,需要函数输出近似。 方法:在本研究中,首先引入了Preisach模型。然后提出了基于贝叶斯正则反向传播神经网络(BRBPNN)的Preisach模型的功能建模,并设计了一个三层的BPNN。最终,在MATLAB6.0的神经网络工具箱中对BRBPNN进行了培训。通过训练后的网络计算出不在等分点处的Preisach函数值,并比较了实际位移输出和与随机电压输入相对应的理论值。 结果:实验结果表明,理论位移与实测位移非常吻合,最大位移误差为0.35μm,标准偏差为0.24μm。 结论: BRBPNN可以在Preisach建模中准确实现函数逼近,并且可以满足压电执行器建模和控制领域的精度要求。

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