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Modeling of Terfenol-D Biased Minor Hysteresis Loops

机译:Terfenol-D偏置小磁滞回线的建模

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摘要

When modeling the biased minor loops of the giant magnetostrictive material (GMM) with the classic Jiles-Atherton method, it is hard to describe the characters. When analyzing the shape changing rule of the hysteresis minor loops of Terfenol-D, whose magnetizations are not saturated, the shapes of loops are mainly affected by pinning factor $k$ and by curve shape parameter $a$. The parameter $k$ increases with the amplitude of the minor loop driving magnetic field and decreases with the bias magnetic field, while parameter $a$ decreases with the bias magnetic field of the minor loop. A sigmoid curve function was adopted as the revision function of $k$ and $a$. The revised minor loop model not only can well demonstrate the hysteresis character of biased minor loops and symmetric minor loops of Terfenol-D, but also does not need any foregoing information of minor loop magnetizations. The maximum error between the simulation results and experiments is reduced from 11.77% to 3.5%.
机译:当使用经典的Jiles-Atherton方法对巨大的磁致伸缩材料(GMM)的偏置微小环进行建模时,很难描述其特征。在分析磁化不饱和的Terfenol-D磁滞小环的形状变化规律时,环的形状主要受钉扎因子 $ k的影响。 $ 并通过曲线形状参数 $ a $ 。参数 $ k $ 随小环驱动磁场的振幅增加而随偏置磁场减小,而参数 $ a $ 随次回路的偏置磁场而减小。采用S形曲线函数作为 $ k $ $ a $ 。修改后的小环模型不仅可以很好地证明Terfenol-D的偏置小环和对称小环的磁滞特性,而且不需要任何有关小环磁化的信息。仿真结果和实验之间的最大误差从11.77%降低到3.5%。

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