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周健

教授 博士生导师 硕士生导师

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  • 学历: 硕博连读
  • 学位: 博士

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Orbitronics and valleytronics, 2 in 1, in rhombohedral graphene

发布时间:2025-04-02
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发布时间:
2025-04-02
文章标题:
Orbitronics and valleytronics, 2 in 1, in rhombohedral graphene
内容:

Graphene has given material scientists countless opportunities, and more importantly, funding:) The morie pattern of multilayer graphene sheets have been presenting various exotic feature, such as strong correlation, superconductivity, and magnetic susceptibility. Recently, multilayer graphene without morie texture, at the rhombohedral pattern, has been shown to presenting many intriguing properties, such as multiferroicity, franctional and integer quantum anomalous Hall effect, etc. Until now, very rare ab initio studies have been conducted to evaluate their magnetic nature. Intuitively, pz orbital of sp2-carbon could not give finite magnetic moment, and the spin is always paired in the system. We carefully calculate the gate-voltage induced orbital angular momentum in multilayer rhombohedral graphene, which orignates the inter-site cycloid motion. Significantly large magnetc moments (up to 40 Bohr-magneton) can be evaluated at the K and K' valleys, independently. The valley energy can be then modulated under magnetic field. Magnetoresistance pattern and Floquet dressed quantum anomalous Hall (with very large Chern number) effect are also predicted. For details, see our recent work at Phys. Rev. B, 10.1103/PhysRevB.111.165102. Our work has been selected and highlighted as Editors' Suggestion (about 10% papers can be selected).