论文标题
磁拓扑材料的高通量计算
High-throughput calculations of magnetic topological materials
论文作者
论文摘要
固有磁性材料的发现,包括具有较大异常效果和轴突绝缘子的半学材料,已指导固态材料的基本研究。拓扑量子化学已使对顺磁性拓扑材料的理解和寻找。使用从磁性拓扑量子化学(MTQC)获得的磁性拓扑指数,在这里,我们根据第一原理计算对磁性拓扑材料进行高通量搜索。我们用作毕尔巴省晶体学服务器上的磁性材料数据库的起点,该数据库包含549多个磁性化合物,并带有从中子散射实验中推导的磁性结构,并识别了130个强制性半模具(对频带交叉所暗示的对称性特征是由对称性特征值所暗示的),以及拓扑媒介。对于每种化合物,我们执行完整的电子结构计算,其中包括使用Hubbard电位不同值的完整拓扑相图。使用自定义代码在所有磁性空间组中找到所有频段的磁性共同代表,我们生成以馈入MTQC算法的数据,以确定每种磁性材料的拓扑结构。这些材料中有几种显示了以前未知的拓扑阶段,包括对称性指示的磁性半学,三维异常霍尔绝缘子和高阶磁性半学。我们在不同的相互作用下分析了材料的拓扑趋势:130个拓扑材料中有60%对相互作用敏感,而其他拓扑则在不同的相互作用下具有稳定的拓扑结构。我们为将来的实验研究和开源代码提供材料数据库,以诊断磁性材料的拓扑结构。
The discoveries of intrinsically magnetic topological materials, including semimetals with a large anomalous Hall effect and axion insulators, have directed fundamental research in solid-state materials. Topological quantum chemistry has enabled the understanding of and the search for paramagnetic topological materials. Using magnetic topological indices obtained from magnetic topological quantum chemistry (MTQC), here we perform a high-throughput search for magnetic topological materials based on first-principles calculations. We use as our starting point the Magnetic Materials Database on the Bilbao Crystallographic Server, which contains more than 549 magnetic compounds with magnetic structures deduced from neutron-scattering experiments, and identify 130 enforced semimetals (for which the band crossings are implied by symmetry eigenvalues), and topological insulators. For each compound, we perform complete electronic structure calculations, which include complete topological phase diagrams using different values of the Hubbard potential. Using a custom code to find the magnetic co-representations of all bands in all magnetic space groups, we generate data to be fed into the algorithm of MTQC to determine the topology of each magnetic material. Several of these materials display previously unknown topological phases, including symmetry-indicated magnetic semimetals, three-dimensional anomalous Hall insulators and higher-order magnetic semimetals. We analyse topological trends in the materials under varying interactions: 60 per cent of the 130 topological materials have topologies sensitive to interactions, and the others have stable topologies under varying interactions. We provide a materials database for future experimental studies and open-source code for diagnosing topologies of magnetic materials.