Topological Excitations in Magnetic Materials
arXiv:1602.00262 · doi:10.1016/j.physleta.2016.03.049
Abstract
In this work we propose a new route to describe topological excitations in magnetic systems through a single real scalar field. We show here that spherically symmetric structures in two spatial dimensions, which map helical excitations in magnetic materials, admit this formulation and can be used to model skyrmion-like structures in magnetic materials.
arXiv comment9 pages, 5 figures; Version to appear in PLA
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- Configurational entropy of skyrmions and half-skyrmions in planar magnetic elements
- Topological strength of magnetic skyrmions
- Maxwell-Higgs vortices with internal structure
- Dirac field in the background of a planar defect
- BPS solitons with internal structure in the gauged sigma model
- First-order solitons with internal structures in an extended Maxwell- model
- Semi-Compact Skyrmion-like Structures
- Stable finite energy global vortices and asymptotic freedom
- The linear Dirac spectrum and the Weyl states in the Drude-Sommerfeld topological model
- Geometrically Constrained Localized Configurations: First-Order Framework and Analytical Solutions
- On valley asymmetry in a topological interaction for quasi-particles
- Self-dual compact gauged baby skyrmions in a continuous medium