论文标题
方格金属ptpb $ _4 $中的非词素对称保护的频带交叉口
Nonsymmorphic Symmetry-Protected Band Crossings in a Square-Net Metal PtPb$_4$
论文作者
论文摘要
具有对称性保护带交叉的拓扑半学已经成为一种丰富的景观,以探索有趣的电子现象。尤其已显示非词形对称性在动量空间中沿线(而不是一个点)保护交叉处起重要作用。在这里,我们报告了PTPB $ _4 $沿Brillouin区域边界的Dirac节点线交叉口的实验和理论证据,这是由于其晶体结构的非甲形成对称性引起的。有趣的是,尽管在没有旋转轨道耦合(SOC)的情况下,节点线将保持无间隙,但在这种情况下,SOC通过将带状脱落率提升到一组孤立的点外,对拓扑发挥了有害的作用。然而,观察到节点线的带宽远小于密度功能理论(DFT)中的带宽。我们的发现揭示了PTPB $ _4 $,是一个材料系统,其狭窄的交叉口大致受到非符号晶体对称性的保护。
Topological semimetals with symmetry-protected band crossings have emerged as a rich landscape to explore intriguing electronic phenomena. Nonsymmorphic symmetries in particular have been shown to play an important role in protecting the crossings along a line (rather than a point) in momentum space. Here we report experimental and theoretical evidence for Dirac nodal line crossings along the Brillouin zone boundaries in PtPb$_4$, arising from the nonsymmorphic symmetry of its crystal structure. Interestingly, while the nodal lines would remain gapless in the absence of spin-orbit coupling (SOC), the SOC in this case plays a detrimental role to topology by lifting the band degeneracy everywhere except at a set of isolated points. Nevertheless, the nodal line is observed to have a bandwidth much smaller than that found in density functional theory (DFT). Our findings reveal PtPb$_4$ to be a material system with narrow crossings approximately protected by non-symmorhpic crystalline symmetries.