Determination of distribution functions and parameters for the Preisach hysteresis model

P. Pruksanubal, A. Binner, K. Gonschorek
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引用次数: 20

Abstract

In this paper the Preisach model is used to simulate the magnetic hysteresis. The model is able to represent the hysteresis property of the ferromagnetic material if its distribution function P(HM,HC) is well determined. Three distributions, Gaussian, Cauchy and lognormal, are combined to produce different distribution functions and to simulate the hysteresis loops. The influence of the parameters on the hysteresis loops is described. One example to simulate the hysteresis loop of grain-oriented electrical sheet is indicated. In the last step, the optimal distribution functions and parameters of the Preisach model for some materials are shown in the table
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Preisach滞回模型分布函数和参数的确定
本文采用Preisach模型来模拟磁滞。当其分布函数P(HM,HC)确定时,该模型能够很好地表征铁磁材料的磁滞特性。将高斯分布、柯西分布和对数正态分布相结合,产生不同的分布函数并模拟迟滞回路。描述了各参数对滞回回路的影响。给出了一个模拟晶粒取向电片磁滞回线的实例。在最后一步中,某些材料的Preisach模型的最优分布函数和参数如表所示
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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