论文标题
散装山谷的运输和浆果曲率在平坦带的边缘扩散
Bulk valley transport and Berry curvature spreading at the edge of flat bands
论文作者
论文摘要
基于2D材料的超晶格已成为调节带结构及其对称性的有前途的平台。特别是,扭曲石墨烯系统中的Moiré周期性会产生平坦的Chern带。最近在扭曲的双层石墨烯中观察到异常大厅效应(AHE)和轨道磁性与这种Chern频段的自发对称性破坏有关。然而,尚未观察到山谷大厅国家作为AHE状态的先驱,当时间反转对称性仍然受到保护时。我们的工作使用Valley Hall效应来探测此前体状态。我们表明,扭曲的双双层石墨烯(TDBG)中的反转对称性破裂,通过报告近乎平坦的频带系统中非局部传输的第一个实验证据来促进散装谷电流的产生。尽管浆果曲率热点和这些平坦带中的载体的准粒子速度降低,但我们观察到距电荷电流路径几微米的大型非局部电压 - 当费米的能量位于与大浆果曲率的间隙内时,这持续存在。非局部电压对栅极可调式载流子密度和悬垂垂直电场的高灵敏度使TDBG成为基于平坦波段的山谷 - 二维龙的有吸引力的平台。
2D materials based superlattices have emerged as a promising platform to modulate band structure and its symmetries. In particular, moiré periodicity in twisted graphene systems produces flat Chern bands. The recent observation of anomalous Hall effect (AHE) and orbital magnetism in twisted bilayer graphene has been associated with spontaneous symmetry breaking of such Chern bands. However, the valley Hall state as a precursor of AHE state, when time-reversal symmetry is still protected, has not been observed. Our work probes this precursor state using the valley Hall effect. We show that broken inversion symmetry in twisted double bilayer graphene (TDBG) facilitates the generation of bulk valley current by reporting the first experimental evidence of nonlocal transport in a nearly flat band system. Despite the spread of Berry curvature hotspots and reduced quasiparticle velocities of the carriers in these flat bands, we observe large nonlocal voltage several micrometers away from the charge current path -- this persists when the Fermi energy lies inside a gap with large Berry curvature. The high sensitivity of the nonlocal voltage to gate tunable carrier density and gap modulating perpendicular electric field makes TDBG an attractive platform for valley-twistronics based on flat bands.