重建扶手椅石墨烯纳米带中量子海森堡自旋链的弹道量子自旋输运

Ning Wu , Bang-Gui Liu
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引用次数: 0

摘要

众所周知,沿着原始之字形石墨烯纳米带边缘(ZGNE)可以实现铁磁性,但原始扶手椅石墨烯纳米带边缘(AGNE)是非磁性的。在这里,我们通过重建AGNEs实现了海森堡反铁磁(AFM)自旋链。重构边缘由五边形碳环或五边形碳环与六边形碳环的杂化组成,其每碳原子总能量(表明稳定性)介于AGNE和ZGNE之间。所得到的纳米带是窄间隙的半导体,其带边状态要么是非磁性体态,要么是自旋简并的实空间边缘状态。自旋位于五边形环的最外层碳上,自旋间交换是最近邻的AFM相互作用。对于有限链长或非零磁化,存在非零自旋德鲁德权,因此沿重构边缘可以实现弹道量子自旋输运。这些可能对石墨烯相关的量子自旋信息和自旋电子学应用有用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantum Heisenberg spin chains in reconstructed armchair graphene nanoribbons towards ballistic quantum spin transport
It is well-known that ferromagnetism can be realized along a pristine zigzag graphene nanoribbon edge (ZGNE), but the pristine armchair graphene nanoribbon edge (AGNE) is nonmagnetic. Here, we achieve Heisenberg antiferromagnetic (AFM) spin chains through reconstruction of the AGNEs. The reconstructed edge consists of pentagonal carbon rings or a hybrid of pentagonal and hexagonal carbon rings, and its total energy per carbon atom (indicating stability) is between those of AGNE and ZGNE. The resultant nanoribbons are narrow-gap semiconductors and their band-edge states are either nonmagnetic bulk states or spin-degenerate real-space edge states due to the reconstructed edges. The spin is located on the outermost carbon of the pentagonal ring, and the inter-spin exchange is the nearest-neighbor AFM interaction. For finite chain length or nonzero magnetization, there are nonzero spin Drude weights and thus ballistic quantum spin transport can be achieved along the reconstructed edges. These could be useful for graphene-related quantum spin information and spintronics applications.
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