论文标题

用Chern编号$ \ MATHCAL {C} = -2 $ in Pb $ _3 $ _3 $ bi/ge(111)

Chiral topological superconducting state with Chern number $\mathcal{C} =-2$ in Pb$_3$Bi/Ge(111)

论文作者

Sun, Shuwen, Qin, Wei, Li, Leiqiang, Zhang, Zhenyu

论文摘要

材料实现手性拓扑超导性是观察和操纵凝结物理物理学中的主要植物费物的关键条件。在这里,我们开发了PB $ _3 $ bi/ge(111)的紧密结合描述,最近被确定为一种吸引人的候选系统,用于实现手性$ p $ - 波 - 波拓扑超导性[Nat。物理。 15,796(2019)]。我们首先表明我们的现象学模型可以捕获从第一原理计算获得的电子带结构的两个主要特征,即巨型Rashba分裂和II型Van Hove奇异性。接下来,当明确考虑父pb系统的$ s $ - 波超导属性时,我们发现合金系统可以将其调整为手性拓扑超导体,并带有Chern Number $ \ Mathcal {C c} = -2 $,这是由足够强大的Zeeman Field和固有强大的大型rashba Spinba Spinba而产生的。具有$ \ Mathcal {C} = -2 $的非平凡拓扑被进一步检测到可以检测到的两个手性Majoraana边缘模式,沿着系统的相同方向沿着适当的边界传播。我们最终讨论了建立预测的拓扑超导性的物理现实条件,并观察到相应的Majorana边缘模式,包括超导间隙,Landé$ G $ -FACTOR和临界磁场的影响。本研究提供了在二维或相关界面系统中寻找有效的$ P $波超导性和Majoraana fermions的有用指南。

Materials realization of chiral topological superconductivity is a crucial condition for observing and manipulating Majorana fermions in condensed matter physics. Here we develop a tight-binding description of Pb$_3$Bi/Ge(111), identified recently as an appealing candidate system for realizing chiral $p$-wave topological superconductivity [Nat. Phys. 15, 796 (2019)]. We first show that our phenomenological model can capture the two main features of the electronic band structures obtained from first-principles calculations, namely, the giant Rashba splitting and type-II van Hove singularity. Next, when the $s$-wave superconducting property of the parent Pb system is explicitly considered, we find the alloyed system can be tuned into a chiral topological superconductor with Chern number $\mathcal{C} = -2$, resulting from the synergistic effect of a sufficiently strong Zeeman field and the inherently large Rashba spin-orbit coupling. The nontrivial topology with $\mathcal{C} = -2$ is further shown to be detectable as two chiral Majorana edge modes propagating along the same direction of the system with proper boundaries. We finally discuss the physically realistic conditions to establish the predicted topological superconductivity and observe the corresponding Majorana edge modes, including the influence of the superconducting gap, Landé $g$-factor, and critical magnetic field. The present study provides useful guides in searching for effective $p$-wave superconductivity and Majorana fermions in two-dimensional or related interfacial systems.

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