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First direct observation of Spin-textures in Topological Insulators : Spin-resolved ARPES as a probe of topological quantum spin Hall effect and Berry's phase

机译:首次直接观察拓扑绝缘体中的自旋纹理:   自旋分辨aRpEs作为拓扑量子自旋霍尔效应的探测器   贝瑞的阶段

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摘要

A topologically ordered material is characterized by a rare quantumorganization of electrons that evades the conventional spontaneously brokensymmetry based classification of condensed matter. Exotic spin transportphenomena such as the dissipationless quantum spin Hall effect have beenspeculated to originate from a novel topological order whose identificationrequires a spin sensitive measurement, which does not exist to this date in anysystem (neither in Hg(Cd)Te quantum wells nor in the topological insulatorBiSb). Using Mott polarimetry, we probe the spin degrees of freedom of thesequantum spin Hall states and demonstrate that topological quantum numbers areuniquely determined from spin texture imaging measurements. Applying thismethod to the Bi{1-x}Sb{x} series, we identify the origin of its novel orderand unusual chiral properties. These results taken together constitute thefirst observation of surface electrons collectively carrying a geometricalquantum (Berry's) phase and definite chirality (mirror Chern number, n_M =-1),which are the key electronic properties for realizing topological computingbits with intrinsic spin Hall-like topological phenomena. Our spin-resolvedresults not only provides the first clear proof of a topological insulatingstate in nature but also demonstrate the utility of spin-resolved ARPEStechnique in measuring the quantum spin Hall phases of matter.
机译:拓扑有序的材料的特征是,电子的一种罕见的量子组织规避了传统的基于自然破裂对称性的冷凝物分类。据推测,诸如无耗散量子自旋霍尔效应之类的外来自旋输运现象起源于一种新颖的拓扑顺序,其识别需要自旋敏感的量度,迄今为止在任何系统中都不存在(Hg(Cd)Te量子阱和拓扑均不存在)绝缘体BiSb)。使用Mott极化技术,我们探查了这些量子自旋霍尔态的自旋自由度,并证明了拓扑量子数是根据自旋纹理成像测量唯一确定的。将此方法应用于Bi {1-x} Sb {x}系列,我们确定了其新颖顺序和不寻常的手性的起源。这些结果加在一起构成了表面电子的首次观察,这些表面电子共同带有几何量子(Berry's)相和确定的手征性(镜像Chern数,n_M = -1),这是实现具有内在自旋霍尔型拓扑现象的拓扑计算位的关键电子特性。 。我们的自旋分辨结果不仅提供了自然界中拓扑绝缘状态的第一个清晰证据,而且还证明了自旋分辨ARPES技术在测量物质的量子自旋霍尔相中的实用性。

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