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arXiv 1502.07937cond-mat.mes-hallcond-mat.other
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垂直磁化多层膜横向各向异性的精确计算

Accurate calculation of the transverse anisotropy in perpendicularly magnetized multilayers

Felix Büttner, Benjamin Krüger, Stefan Eisebitt, Mathias Kläui

摘要:

横向各向异性常数和相关的Döring质量密度是描述磁畴壁运动的一维模型的关键参数。到目前为止,还没有一个通用的框架来确定这些数量的静态表征,如磁力测量。在这里,我们推导出一个通用的解析表达式来计算的横向各向异性常数的重要类别的垂直磁性多层膜。所有所需的输入参数的模型,如重复的数量,一个单一的磁性层的厚度,和层的周期性,以及有效的垂直各向异性,饱和磁化强度,和静态畴壁宽度是可访问的静态样品表征。我们将我们的模型应用到一个广泛使用的多层系统,发现有效的横向各向异性常数是一个因素7时,使用传统的近似不同,显示使用我们的分析方案的重要性。

英文摘要:

The transverse anisotropy constant and the related Döring mass density are key parameters of the one-dimensional model to describe the motion of magnetic domain walls. So far, no general framework is available to determine these quantities from static characterizations such as magnetometry measurements. Here, we derive a universal analytical expression to calculate the transverse anisotropy constant for the important class of perpendicular magnetic multilayers. All the required input parameters of the model, such as the number of repeats, the thickness of a single magnetic layer, and the layer periodicity, as well as the effective perpendicular anisotropy, the saturation magnetization, and the static domain wall width are accessible by static sample characterizations. We apply our model to a widely used multilayer system and find that the effective transverse anisotropy constant is a factor 7 different from the when using the conventional approximations, showing the importance of using our analysis scheme.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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