论文标题

掺杂的磁性绝缘体中较大的表面间隙的光谱实现

Spectroscopic realization of large surface gap in a doped magnetic topological insulator

论文作者

Ma, Xiao-Ming, Zhao, Yufei, Zhang, Ke, Lu, Rui'e, Li, Jiayu, Yao, Qiushi, Shao, Jifeng, Wu, Xuefeng, Zeng, Meng, Hao, Yu-Jie, Kumar, Shiv, Hao, Zhanyang, Wang, Yuan, Liu, Xiang-Rui, Shen, Huiwen, Sun, Hongyi, Mei, Jiawei, Miyamoto, Koji, Okuda, Taichi, Arita, Masashi, Schwier, Eike F., Shimada, Kenya, Deng, Ke, Liu, Cai, Zhao, Yue, Chen, Chaoyu, Liu, Qihang, Liu, Chang

论文摘要

拓扑材料中量子异常的效果和轴支电动力学的实现是凝结物理学的范式现象之一。最近,观察到这两个阶段的签名都存在于MNBI $ _2 $ te $ _4 $的薄膜中,这是一种静态的抗磁性抗铁磁性绝缘体。轴突绝缘子中散装拓扑磁反应的直接证据需要在其拓扑表面状态(TSS)处有能量隙。但是,独立的光谱实验表明,在MNBI $ _2 $ TE $ _4 $中,这种表面差距不存在,或者比以前想象的要小得多。在这里,我们利用角度分辨的光发射光谱和密度函数理论计算来证明SB掺杂的MNBI $ _2 $ TE $ _4 $出现了相当大的TSS差距。发现该差距在拓扑上是不平凡的,对大量抗铁磁 - 磁磁过渡不敏感,同时增大了SB浓度。我们的工作表明,MN(Bi $ _ {1-X} $ SB $ _X $)$ _ 2 $ TE $ _4 $是一个潜在的平台,可以观察高温轴轴承绝缘子状态的关键特征,例如拓扑磁性电响应和半精灵量子厅效应。

Realization of the quantum anomalous Hall effect and axion electrodynamics in topological materials are among the paradigmatic phenomena in condensed matter physics. Recently, signatures of both phases are observed to exist in thin films of MnBi$_2$Te$_4$, a stoichiometric antiferromagnetic topological insulator. Direct evidence of the bulk topological magnetoelectric response in an axion insulator requires an energy gap at its topological surface state (TSS). However, independent spectroscopic experiments revealed that such a surface gap is absent, or much smaller than previously thought, in MnBi$_2$Te$_4$. Here, we utilize angle resolved photoemission spectroscopy and density functional theory calculations to demonstrate that a sizable TSS gap unexpectedly exists in Sb-doped MnBi$_2$Te$_4$. This gap is found to be topologically nontrivial, insensitive to the bulk antiferromagnetic-paramagnetic transition, while enlarges along with increasing Sb concentration. Our work shows that Mn(Bi$_{1-x}$Sb$_x$)$_2$Te$_4$ is a potential platform to observe the key features of the high-temperature axion insulator state, such as the topological magnetoelectric responses and half-integer quantum Hall effects.

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