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A numerical method to solve the Boltzmann equation for a spin valve

机译:旋转阀玻尔兹曼方程的数值解法

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We present a numerical algorithm to solve the Boltzmann equation for the electron distribution function in magnetic multilayer heterostructures with non-collinear magnetizations. The solution is based on a scattering matrix formalism for layers that are translationally invariant in plane so that properties only vary perpendicular to the planes. Physical quantities like spin density, spin current, and spin-transfer torque are calculated directly from the distribution function. We illustrate our solution method with a systematic study of the spin-transfer torque in a spin valve as a function of its geometry. The results agree with a hybrid circuit theory developed by Slonczewski for geometries typical of those measured experimentally.
机译:我们提出了一种数值算法,用于求解具有非共线磁化强度的磁性多层异质结构中电子分布函数的Boltzmann方程。该解决方案基于平面上平移不变的层的散射矩阵形式,因此属性仅垂直于平面变化。物理量(如自旋密度,自旋电流和自旋传递扭矩)直接从分布函数计算。我们通过系统地研究自旋阀中自旋传递扭矩与其几何函数的关系来说明我们的解决方法。结果与Slonczewski开发的混合电路理论相吻合,用于实验测量的典型几何形状。

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