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arXiv 2408.02887cond-mat.mes-hallcond-mat.mtrl-sci
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多层二维材料中的轨道磁矩动力学与Hanle磁阻

Orbital Magnetic Moment Dynamics and Hanle Magnetoresistance in Multilayered 2D Materials

Hao Sun, Giovanni Vignale

AI总结:

针对二维材料中轨道矩难以偏离面外方向、轨道霍尔效应优势受限的问题,研究推导了多层二维材料轨道磁矩的半唯象运动方程,揭示其强各向异性动力学,并结合漂移扩散方程建立了轨道Hanle磁阻理论。

摘要:

轨道霍尔效应(OHE)源于二维材料的非平凡量子几何,相较于在自旋电子学中已有诸多应用、广为人知的自旋霍尔效应(SHE),它具备若干潜在优势。与自旋霍尔效应类似,OHE发生在非磁性材料中,无严格的对称性要求,但与SHE不同的是,它不依赖于相对较弱的自旋-轨道相互作用。在二维材料中,这些优势可能会因难以将轨道矩偏离面外方向而被抵消。多层二维材料为解决这一难题提供了途径:由于电子在层间运动,轨道矩的涨落面内分量可与磁场耦合。为描述这一效应,我们推导了处于磁场中的堆叠二维材料中轨道磁矩密度的半唯象运动方程。与自旋的运动方程不同,这些方程呈现出强各向异性动力学,其由逆有效质量张量主导,我们给出了该张量的完整微观表达式。作为首个应用,我们将该运动方程与唯象漂移-扩散方程相结合,建立了多层二维材料中轨道Hanle磁阻的理论。

英文摘要:

The orbital Hall effect (OHE), resulting from non-trivial quantum geometry of 2D materials, has several potential advantages over the spin Hall effect (SHE), the latter being well known for its many applications in spintronics. Like the spin Hall effect, the OHE occurs in nonmagnetic materials without stringent symmetry requirements, but unlike the SHE it does no rely on relatively weak spin-orbit interaction. In 2D materials, these advantages risk to be nullified by the difficulty of turning the orbital moment away from the out-of-plane direction. Multilayered 2D materials offer a way out of this difficulty because the fluctuating in-plane component of the orbital moment, due to motion of electrons between the layers, can latch to a magnetic field. To describe this effect we have derived a semi-phenomenological equation of motion for the density of orbital magnetic moment in stacked 2D materials subjected to a magnetic field. Unlike the equations of motion for the spin, these equations produce a strongly anisotropic dynamics, which is governed by an inverse effective mass tensor for which we provide a fully microscopic expression. As a first application, we combine our equation of motion with phenomenological drift-diffusion equations to obtain a theory of orbital Hanle magnetoresistance in multilayered 2D materials.

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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