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arXiv 2307.12366cond-mat.mtrl-scicond-mat.mes-hall
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共线磁体中的非常规磁振子目录

Catalog of Unconventional Magnons in Collinear Magnets

Xiaobing Chen, Yuntian Liu, Pengfei Liu, Yutong Yu, Jun Ren, Jiayu Li, Ao Zhang, Qihang Liu

AI总结:

发展自旋空间群理论描述共线磁构型,分类1421个共线SSG并构建能带表示,识别出498个含非常规磁振子的共线磁体,为探索无电荷输运提供新途径。

摘要:

拓扑磁振子因其具有奇特的、无电荷但受拓扑保护的边界模式,在基础研究和器件应用方面均展现出巨大潜力,从而引起了广泛关注。然而,由于缺乏对磁性材料基本对称性的描述,对其理解受到了阻碍,这些材料在自旋哈密顿量中主要由各向同性 Heisenberg 相互作用主导。由此产生的磁振子色散允许存在无带隙的磁振子能带节点,这超越了磁空间群(MSG)的表示论范畴,因此被称为非常规磁振子。在此,我们发展了自旋空间群(SSG)理论来阐明共线磁构型,将1421个共线SSG分为四种类型,构建了它们的能带表示,并提供了非常规磁振子的全面列表,例如十二重节点、八重节线和荷4八重节点。基于 MAGNDATA 数据库,我们识别出498个具有非常规磁振子的共线磁体,其中通过使用第一性原理计算和线性自旋波理论获得了200多个磁振子能带结构。此外,我们评估了这些磁体中自旋轨道耦合诱导的交换相互作用的影响,发现超过80%的磁体主要由 Heisenberg 相互作用主导,这表明SSG是描述大多数3d、4d和半满4f共线磁体中磁振子能带节点的理想框架。我们的工作为探索磁振子系统中的无电荷输运提供了新途径,为下一代自旋电子器件的发展带来了希望。

英文摘要:

Topological magnons have garnered significant interest for their potential in both fundamental research and device applications, owing to their exotic, uncharged, yet topologically protected boundary modes. However, their comprehension has been hindered by the absence of fundamental symmetry descriptions of magnetic materials, which are primarily governed by isotropic Heisenberg interactions in spin Hamiltonians. The ensuing magnon dispersions enable gapless magnon band nodes that go beyond the scenario of representation theory of the magnetic space groups (MSGs), thus referred to as unconventional magnons. Here we developed spin space group (SSG) theory to elucidate collinear magnetic configurations, classifying the 1421 collinear SSGs into four types, constructing their band representations, and providing a comprehensive tabulation of unconventional magnons, such as duodecuple points, octuple nodal lines, and charge-4 octuple points. Based on the MAGNDATA database, we identified 498 collinear magnets with unconventional magnons, among which over 200 magnon band structures were obtained by using first-principles calculations and linear spin wave theory. Additionally, we evaluated the influence of the spin-orbit coupling-induced exchange interaction in these magnets and found that more than 80% are predominantly governed by the Heisenberg interactions, indicating that SSG serves as an ideal framework for describing magnon band nodes in most 3d, 4d and half-filled 4f collinear magnets. Our work offers new pathways for exploring uncharged transports in magnonic systems, holding promise for advancements in next-generation spintronic devices.

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