用样条函数逼近基本曲线μ=μ(h)的改进

C. Akyel, S. Babic
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引用次数: 1

摘要

本文讨论了利用三次样条函数C(2)建立磁导率曲线的一种非常有效的方法。我们首先用样条函数[1]和[3]近似磁化B = B(H)的基本曲线。从这个函数我们可以解析地求出它的一阶导数。还可以确定磁导率[2]的最大值。有了关于B = B(H)和μmax的所有必要信息,我们可以推导出B' = B'(H)的导数曲线,并得到曲线开始和结束处的一阶导数μ = μ(H)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An improvement in the approximation of basic curve μ=μ(h) using spline functions
This paper deals with a very efficient method in building the magnetic permeability curve using the cubic spline function C(2). We first approximate the basic curve of magnetization B = B(H) using spline function [1] and [3]. From this function we can find the first derivatives analytically. It is also possible to determine the maximum value of magnetic permeability [2]. Having all necessary information about B = B(H) and μmax we can deduce the derivative curve namely B' = B'(H) and also obtain the first derivative at the beginning and at the end of the curve μ = μ(H).
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