空中骑兵
物理
方格
凝聚态物理
磁铁
格子(音乐)
各向异性
几何学
磁场
拓扑(电路)
微磁学
平方(代数)
光学
量子力学
磁化
数学
组合数学
声学
伊辛模型
作者
Licong Peng,Konstantin Iakoubovskii,Kosuke Karube,Y. Taguchi,Yoshinori Tokura,Xiuzhen Yu
出处
期刊:Advanced Science
[Wiley]
日期:2022-08-17
卷期号:9 (28): e2202950-e2202950
被引量:18
标识
DOI:10.1002/advs.202202950
摘要
Abstract Magnetic skyrmions and antiskyrmions have attracted much interest owing to their topological features and spintronic functionalities. In contrast to skyrmions, the generation of antiskyrmions relies on tunning both the magnitude and direction of the external magnetic field. Here, it is reported that antiskyrmions can be efficiently created via quenching and robustly persist at zero field in the Fe 1.9 Ni 0.9 Pd 0.2 P magnet with the S 4 ‐symmetry. It is demonstrated that well‐ordered antiskyrmions form in a square lattice in a confining micrometer‐scale square geometry, while the antiskyrmion lattice distorts in triangular, circular, or rotated‐square geometry; the distortion depends on the relative configuration between sample edges and the two q ‐vectors arising from the anisotropic Dzyaloshinskii–Moriya interaction, in good agreement with micromagnetic simulations. It is also characterized transformations from antiskyrmions to skyrmions and nontopological bubbles at different directions and values of external field. These results demonstrate a roadmap for generating and controlling antiskyrmions in a confining geometry.
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