Guo San-Dong, Zhu Yu-Tong
School of Electronic Engineering, Xi'an University of Posts and Telecommunications, Xi'an 710121, People's Republic of China.
J Phys Condens Matter. 2022 Apr 1;34(23). doi: 10.1088/1361-648X/ac5313.
Achieving combination of spin and valley polarized states with topological insulating phase is pregnant to promote the fantastic integration of topological physics, spintronics and valleytronics. In this work, a spin-valley-coupled quantum spin Hall insulator (svc-QSHI) is predicted in Janus monolayer CSbBiwith dynamic, mechanical and thermal stabilities. Calculated results show that the CSbBiis a direct band gap semiconductor with and without spin-orbit coupling, and the conduction-band minimum and valence-band maximum are at valley point. The inequivalent valleys have opposite Berry curvature and spin moment, which can produce a spin-valley Hall effect. In the center of Brillouin zone, a Rashba-type spin splitting can be observed due to missing horizontal mirror symmetry. The topological characteristic of CSbBiis confirmed by theinvariant and topological protected conducting helical edge states. Moreover, the CSbBishows unique Rashba-splitting edge states. Both energy band gap and spin-splitting at the valley point are larger than the thermal energy of room temperature (25 meV) with generalized gradient approximation level, which is very important at room temperature for device applications. It is proved that the spin-valley-coupling and nontrivial quantum spin Hall state are robust again biaxial strain. Our work may provide a new platform to achieve integration of topological physics, spintronics and valleytronics.
实现自旋和谷极化态与拓扑绝缘相的结合,有望推动拓扑物理、自旋电子学和谷电子学的奇妙融合。在这项工作中,预测了一种具有动力学、力学和热稳定性的Janus单层CSbBi中的自旋-谷耦合量子自旋霍尔绝缘体(svc-QSHI)。计算结果表明,CSbBi在有和没有自旋轨道耦合的情况下都是直接带隙半导体,导带最小值和价带最大值位于谷点。不等价谷具有相反的贝里曲率和自旋矩,这可以产生自旋-谷霍尔效应。在布里渊区中心,由于缺少水平镜面对称性,可以观察到Rashba型自旋分裂。CSbBi的拓扑特性通过不变量和拓扑保护的传导螺旋边缘态得到证实。此外,CSbBi显示出独特的Rashba分裂边缘态。在广义梯度近似水平下,谷点处的能带隙和自旋分裂都大于室温的热能(25 meV),这在室温下对于器件应用非常重要。证明了自旋-谷耦合和非平凡量子自旋霍尔态对双轴应变具有鲁棒性。我们的工作可能为实现拓扑物理、自旋电子学和谷电子学的融合提供一个新平台。