Zheng Fengshan, Rybakov Filipp N, Kiselev Nikolai S, Song Dongsheng, Kovács András, Du Haifeng, Blügel Stefan, Dunin-Borkowski Rafal E
Ernst Ruska-Centre for Microscopy and Spectroscopy with Electrons and Peter Grünberg Institute, Forschungszentrum Jülich, Jülich, Germany.
Department of Physics, KTH-Royal Institute of Technology, Stockholm, Sweden.
Nat Commun. 2021 Sep 7;12(1):5316. doi: 10.1038/s41467-021-25389-7.
Skyrmions are vortex-like spin textures that form strings in magnetic crystals. Due to the analogy to elastic strings, skyrmion strings are naturally expected to braid and form complex three-dimensional patterns, but this phenomenon has not been explored yet. We found that skyrmion strings can form braids in cubic crystals of chiral magnets. This finding is confirmed by direct observations of skyrmion braids in B20-type FeGe using transmission electron microscopy. The theoretical analysis predicts that the discovered phenomenon is general for a wide family of chiral magnets. These findings have important implications for skyrmionics and propose a solid-state framework for applications of the mathematical theory of braids.
斯格明子是一种涡旋状的自旋纹理,在磁性晶体中形成弦线。由于与弹性弦线存在相似性,人们自然预期斯格明子弦线会相互编织并形成复杂的三维图案,但这一现象尚未得到研究。我们发现斯格明子弦线能够在手性磁体的立方晶体中形成编织结构。利用透射电子显微镜对B20型FeGe中的斯格明子编织结构进行直接观测,证实了这一发现。理论分析预测,这一发现的现象在手性磁体的广泛家族中具有普遍性。这些发现对斯格明子学具有重要意义,并为辫子数学理论的应用提出了一个固态框架。