A vector moving model of both reversible and irreversible magnetizing processes
A vector moving model of both reversible and irreversible magnetizing processes
复制标题
可逆和不可逆磁化过程的矢量移动模型
DOI：
10.1063/1.344581
复制
发表时间：
1990
影响因子：
3.2
通讯作者：
E. Torre
中科院分区：
文献类型：
--
作者：
J. Oti;E. Torre
我们提出了一种磁滞的移动矢量模型，该模型将介质磁化强度计算为依赖于外加场的矢量D（H）与Preisach分布函数P（M，H）的卷积。相互作用场的作用是抵消通常是对称的小行星。为了将参数与物理分布相关联，所使用的Preisach场变量是孤立粒子切换场和相互作用场。矢量D（H）是相同的Preisach变量的函数，并且是过程相关的，并且包括可逆和不可逆的磁化变化。小行星可以旋转以模拟不完全排列的粒子。
We propose a moving‐vector model of magnetic hysteresis that computes the media magnetization as the convolution of an applied‐field‐dependent vector D(H) with a Preisach distribution function P(M,H). The effect of the interaction field is to offset the asteroid which is normally symmetric. In order to relate the parameters to physical distributions, the Preisach field variables used are the isolated particle switching field and the interaction field. The vector D(H) is a function of the same Preisach variables and is process dependent and includes both reversible and irreversible magnetization changes. The asteroids can be rotated to simulate imperfectly aligned particles.