一种新的迟滞非线性神经网络模型

Zhao Tong, Shulin Sui, Changhe Du
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引用次数: 8

摘要

提出了一种新颖、简单的迟滞非线性建模方法。通过分析经典Preisach模型的原理,找到了运动点的一些特征和规律,即输出到输入的轨迹,并认为可以用解析几何方法构造迟滞曲线。所建模型的滞回曲线与一类由多个间隙模型组成的仿真滞回曲线吻合良好。虽然迟滞模型只是一个特殊的类别,但当其输出作为神经网络的输入信号之一时,神经网络模型可以近似其他类别的迟滞曲线。实现了三个算例,包括一个仿真数据集和两个测量实验数据集。结果表明,该方法简单有效
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Novel Neural Network Model of Hysteresis Nonlinearities
A novel and simple modeling method of hysteresis nonlinearities is proposed. Through analyzing the principle of the classical Preisach model, we find some characteristics and rules of motion point, i.e. trajectory of output to input, and believe that hysteresis curve, with analytic geometry method, can be constructed. The hysteresis curves from the constructed models, wonderfully match with a class of simulation hysteresis model, which consist of many backlash models. Though the hysteresis model is only a special class, when its output is used as one of input signals of neural networks, the neural networks model can approximate other classes of hysteresis curve. Three examples, including one simulation data set and two measured experimentation data sets, are implemented. The results indicate that the proposed method is successful and simple
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