Antiferromagnetic skyrmion crystals: generation, topological Hall and topological spin Hall effect
arXiv:1707.05267 · doi:10.1103/PhysRevB.96.060406
Abstract
Skyrmions are topologically nontrivial, magnetic quasi-particles, that are characterized by a topological charge. A regular array of skyrmions - a skyrmion crystal (SkX) - features the topological Hall effect (THE) of electrons, that, in turn, gives rise to the Hall effect of the skyrmions themselves. It is commonly believed that antiferromagnetic skyrmion crystals (AFM-SkXs) lack both effects. In this Rapid Communication, we present a generally applicable method to create stable AFM-SkXs by growing a two sublattice SkX onto a collinear antiferromagnet. As an example we show that both types of skyrmion crystals - conventional and antiferromagnetic - exist in honeycomb lattices. While AFM-SkXs with equivalent lattice sites do not show a THE, they exhibit a topological spin Hall effect. On top of this, AFM-SkXs on inequivalent sublattices exhibit a nonzero THE, which may be utilized in spintronics devices. Our theoretical findings call for experimental realization.
5 pages, 5 figures
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- Thermal Hall effect and gauge-field picture of magnons in antiferromagnetic skyrmion crystals
- Three-sublattice antiferro-type and ferri-type skyrmion crystals in centrosymmetric magnets
- Theory of magnetic vortex crystals induced by electric dipole interactions
- Local setting of spin textures in a granular antiferromagnet
- Skyrmion-skyrmion interaction induced by itinerant electrons in a ferromagnetic strip
- Electron states, bound to a texture in a Néel antiferromagnet
- Skyrmion-deriven topological spin and charge Hall effects in diffusive antiferromagnetic thin films
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- Topological Hall Effect in Antiferromagnetic Co doped FeGaTe
- 3D Analytical Model of Skyrmions and Skyrmion-like Structures in a Two-sublattice Antiferromagnet with Dzyaloshinskii-Moriya Interaction