Winter Stephen M, Tsirlin Alexander A, Daghofer Maria, van den Brink Jeroen, Singh Yogesh, Gegenwart Philipp, Valentí Roser
Institut für Theoretische Physik, Goethe-Universität Frankfurt, Max-von-Laue-Str. 1, 60438 Frankfurt am Main, Germany.
J Phys Condens Matter. 2017 Dec 13;29(49):493002. doi: 10.1088/1361-648X/aa8cf5.
The exactly solvable Kitaev model on the honeycomb lattice has recently received enormous attention linked to the hope of achieving novel spin-liquid states with fractionalized Majorana-like excitations. In this review, we analyze the mechanism proposed by Jackeli and Khaliullin to identify Kitaev materials based on spin-orbital dependent bond interactions and provide a comprehensive overview of its implications in real materials. We set the focus on experimental results and current theoretical understanding of planar honeycomb systems (NaIrO, α-LiIrO, and α-RuCl), three-dimensional Kitaev materials (β- and γ-LiIrO), and other potential candidates, completing the review with the list of open questions awaiting new insights.
蜂窝晶格上可精确求解的基塔耶夫模型最近受到了极大关注,这与实现具有分数化类马约拉纳激发的新型自旋液体态的希望有关。在这篇综述中,我们分析了杰克利和哈利乌林提出的基于自旋轨道相关键相互作用来识别基塔耶夫材料的机制,并全面概述了其在实际材料中的意义。我们重点关注平面蜂窝系统(NaIrO、α-LiIrO和α-RuCl)、三维基塔耶夫材料(β-和γ-LiIrO)以及其他潜在候选材料的实验结果和当前理论理解,并列出有待新见解的开放性问题清单来完成这篇综述。