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New analytical method for hysteresis modelling of soft magnetic materials using LabVIEW program

机译:使用LabVIEW程序对软磁材料进行磁滞建模的新分析方法

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The paper deals with an analytical model for hysteresis cycle representation. The hysteresis curve is decomposed in a series of arcs of circles and segments of lines. Each arc of circle or segment of line is expressed using analytical geometry as a function of some given parameters or calculated ones. The easiness of the model proposed is given by the small amount of input data needed to represent the hysteresis cycle in a satisfactory way. Using an inverse mapping function from major hysteresis branches the minor cycles, reversal curve of the first kind or curve of first magnetization can be obtained. Finally a comparison between the measured data and modelled ones was made. The analytical model was implemented with LabVIEW program using Data Acquisition Board driven. The LabVIEW programs for measurement system and analytical model can be coupled in an extended program. In this way the time for the measurements can be reduced only at the time necessary to obtain the major hysteresis loop, and the analytical model can made the rest of the characteristics needed - reversal curve of the first kind or minor hysteresis cycles.
机译:本文讨论了磁滞循环表示的分析模型。磁滞曲线分解为一系列圆弧和线段。圆的圆弧或线段的每一段都使用解析几何作为某些给定参数或计算出的参数的函数来表示。通过以令人满意的方式表示磁滞循环所需的少量输入数据,可以给出所建议模型的简便性。使用来自主要磁滞分支的次要映射的逆映射函数,可以获得第一类反向曲线或第一磁化曲线。最后,将实测数据与建模数据进行了比较。该分析模型是使用数据采集板驱动的LabVIEW程序实现的。可以在扩展程序中耦合用于测量系统和分析模型的LabVIEW程序。这样,仅在获得主磁滞回线所必需的时间,才可以减少测量时间,并且分析模型可以使其余所需的特性–第一类或次磁滞回旋曲线。

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