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arXiv 2201.05446cond-mat.mes-hall
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原子尺度螺旋磁体中的电荷与自旋泵浦理论

Theory of charge and spin pumping in atomic-scale spiral magnets

Daichi Kurebayashi, Yizhou Liu, Jan Masell, Naoto Nagaosa

AI总结:

该研究在微观量子模型下探究原子尺度螺旋磁体的电荷与自旋泵浦效应,揭示电荷电流与混合动量-相子贝里相位的关联及近量子化特性,还分析了非绝热性、接触类型和无序对输运的影响。

摘要:

阿基米德螺旋泵是一种利用螺旋结构中旋转与平移等效性的经典泵浦装置。类似地,自旋螺旋织构可通过以频率$ω$旋转来泵浦电荷与自旋。本文通过微扰理论与数值模拟两种方法,在微观量子模型框架下研究了这些泵浦现象。在螺旋区域内部,小$ω$条件下自旋极化与电荷电流随$ω$线性变化,而自旋电流随$ω^2$变化。我们发现电荷电流与混合动量-相子贝里相位相关,这可被视为Thouless泵(索利斯泵)的一种新型近似实现。短螺距$λ$的螺旋结构中,该电荷电流近乎量子化,但在更长螺距下以$λ^{-1}$的规律衰减,这与真正的Thouless泵或阿基米德螺旋泵不同。此外,我们研究了非绝热性的起始(大$ω$情形)、所连接的非磁性或磁性接触的影响,以及输运可观测量的实时演化。最后,我们分析了无序的影响——令人意外的是,无序可能增强自旋电流但抑制电荷电流。

英文摘要:

An Archimedean screw is a classical pump that exploits the equivalence of rotation and translation in helices. Similarly, a spin spiral texture can pump charge and spin by rotating at a frequency $ω$. In the present paper, we study these pumping phenomena within a microscopic quantum model by both perturbation theory and numerical simulations. Inside the spiral region, the spin polarization and charge current are linear in $ω$ whereas the spin current is $ω^2$ for small $ω$. We find that the charge current is related to the mixed momentum-phason Berry phase, which can be viewed as a novel approximate realization of a Thouless pump. It is nearly quantized in spirals with short pitch $λ$ but decays with $λ^{-1}$ for longer pitches, unlike true Thouless pumps or Archimedian screws. Moreover, we study the onset of non-adiabaticity (large $ω$), the impact of attached non-magnetic or magnetic contacts, and the real-time evolution of the transport observables. Finally, we analyze the effects of disorders which, surprisingly, might enhance the spin current but suppress the charge current.

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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