论文标题
浆果曲率偶极子感觉到Moiré超级晶格中的拓扑转变
Berry curvature dipole senses topological transition in a moiré superlattice
论文作者
论文摘要
电子波函数的拓扑方面在确定材料的物理特性中起着至关重要的作用。浆果曲率和Chern数用于定义电子带的拓扑结构。虽然已经研究了浆果曲率及其在材料中的影响,但检测拓扑不变的Chern数字的变化是具有挑战性的。在这方面,扭曲的双重双层石墨烯(TDBG)已成为一个有前途的平台,以获得对浆果曲率热点的电气控制和其平坦带的山谷Chern数字。此外,应变诱导TDBG中三倍旋转(C3)对称性的断裂,导致浆果曲率的非零第一刻,称为浆果曲率偶极子(BCD),可以使用非线性霍尔(NLH)效应来感测。我们使用TDBG揭示了BCD检测到频段中的拓扑转换并改变其符号。在TDBG中,垂直电场调节山谷Chern数量和BCD同时允许我们一个可调的系统来探测拓扑过渡的物理。此外,我们发现电场的纵向和NLH反应的磁滞可归因于Moiré系统中电动极化的切换。这种滞后反应对下一代浆果曲率的内存设备有希望。如我们所示,可以在其他3D拓扑系统中模仿探测拓扑转换。
Topological aspects of electron wavefunction play a crucial role in determining the physical properties of materials. Berry curvature and Chern number are used to define the topological structure of electronic bands. While Berry curvature and its effects in materials have been studied, detecting changes in the topological invariant, Chern number, is challenging. In this regard, twisted double bilayer graphene (TDBG) has emerged as a promising platform to gain electrical control over the Berry curvature hotspots and the valley Chern numbers of its flat bands. In addition, strain induced breaking of the three-fold rotation (C3) symmetry in TDBG, leads to a non-zero first moment of Berry curvature called the Berry curvature dipole (BCD), which can be sensed using nonlinear Hall (NLH) effect. We reveal, using TDBG, that the BCD detects topological transitions in the bands and changes its sign. In TDBG, the perpendicular electric field tunes the valley Chern number and the BCD simultaneously allowing us a tunable system to probe the physics of topological transitions. Furthermore, we find hysteresis of longitudinal and NLH responses with electric field that can be attributed to switching of electric polarization in moiré systems. Such a hysteretic response holds promise for next-generation Berry curvature-based memory devices. Probing topological transitions, as we show, can be emulated in other 3D topological systems.