Coupled quasimonopoles in chiral magnets
arXiv:1903.12446 · doi:10.1103/PhysRevB.101.184405
Abstract
Magnetic singularities, also known as magnetic monopoles or Bloch points, represent intriguingphenomena in nanomagnetism. We show that a pair of coupled Bloch points may appear as alocalized, stable state in cubic chiral magnets. Detailed analysis is presented of the stability of suchobjects in the interior of crystals and in geometrically confined systems.
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Cited by in corpus (21)
- Magnetic particle-antiparticle creation and annihilation
- Creation of a Chiral Bobber Lattice in Helimagnet-Multilayer Heterostructures
- Three-dimensional skyrmionic cocoons in magnetic multilayers
- Field-driven metamorphoses of isolated skyrmions within the conical state of cubic helimagnets
- Screw dislocations in cubic chiral magnets
- Field and anisotropy driven transformations of spin spirals in cubic skyrmion hosts
- Metastable solitonic states in the strained itinerant helimagnet FeGe
- Stability of Hopfions in Bulk Magnets with Competing Exchange Interactions
- Diversity of states in a chiral magnet nanocylinder
- Heliknoton in a film of cubic chiral magnet
- Creating and Deleting a Single Dipolar Skyrmion by Surface Spin Twists
- Sculpting liquid crystal skyrmions with external flows
- Quantum and classical magnetic Bloch points
- Stability and Nucleation of Dipole Strings in Uniaxial Chiral Magnets
- X-ray holography of skyrmionic cocoons in aperiodic magnetic multilayers
- Tailoring energy barriers of Bloch-point-mediated transitions between topological spin textures
- Thickness-Driven Transitions Between Novel Magnetic States in Ferromagnetic Films
- Regularized Micromagnetic Theory for Bloch Points
- The influence of antiferromagnetic spin cantings on the magnetic helix pitch in cubic helimagnets
- Electric-current-assisted nucleation of zero-field hopfion rings
- Hopfions in screw chiral magnets