基于一阶回转曲线的铁心磁滞特性模拟
首发时间:2016-11-25
摘要:基于极限磁滞回线和数值方法生成一阶回转曲线,构造Everett分布函数,实现以磁场强度H作为输入的Preisach模型的参数辨识。利用数值方法生成一阶回转曲线可以避免由实验测量带来的复杂性和不确定性,建立光滑对称的Everett函数。同时,基于变量H的Preisach模型在Everett函数辨识过程中不涉及复杂的数值方法,从而提高了计算效率和准确性,增强了模型的适用性。利用基于H的Preisach模型对同心磁滞回环和高阶回转曲线分别进行仿真,实验数据与仿真结果之间良好的一致性验证了该模型的有效性。
关键词: 电工理论与新技术 一阶回转曲线 Preisach模型
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Simulation of Hysteretic Characteristics Based on the First-order Reversal Curves
Abstract:Based on the limiting hysteresis loop and numerical method, the first-order reversal curves (FORCs) generated to construct the Everett distribution function and realize the parameter identification of the Presach model with the magnetic field strength H as the input. Using numerical method to generate the FORCs can avoid the complexity and uncertainty of the experimental measurement and establish the smooth and symmetrical Everett function. At the same time, The H-based Preisach model does not involve complex numerical methods in the process of Everett function identification, which improves the computational efficiency and accuracy and enhances the applicability of the model. By using the H-based Preisach model to simulate concentric hysteresis loops and high-order reversal curves, the good agreement between the experimental and predicted results verified the accuracy and effectiveness of the model.
Keywords: electrical engineering and new technology first-order reversal curves Preisach model
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