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Conditions Of Skyrmion Stability Phase Diagram (a) And (b) P

Skyrmion metastable cu1 Skyrmion frustration stabilized disordered magnet chiral phys Skyrmion disordered stabilized magnet chiral frustration conventional skx equilibrium

Stability phase diagrams of isolated skyrmions for the models studied

Stability phase diagrams of isolated skyrmions for the models studied

Skyrmion phase stability in magnetic property phase maps. (a) the top Stability of the skyrmionic state. (a) polarization field configuration Evolution of ρ t he across the phase transition between isolated

Skyrmion bulk stabilization materials

Three-dimensional structures of skyrmions. a, electron phase shifts ofNew skyrmion phase below the equilibrium skyrmion pocket in cu2oseo3 The process whereby the skyrmionium collapses into a skyrmion withA,b stability diagram for isolated skyrmion in a tilted magnetic filed.

Skyrmion diagrams nominal cofeb thicknessMicromagnetic simulations. (a) skyrmion phase diagram as a function of Skyrmion number phase diagrams of disks with a skyrmion (vl or hg) or(a) phase diagram of the skyrmion dynamics as a function of the current.

Phase diagram of antiskyrmions and skyrmions The diagram includes both

Skyrmion phase diagram of bulk materials. stabilization of the skyrmion

Magnetic field and temperature dependence of the skyrmion phase. theVariation in the thermodynamic stability and metastability of the Skyrmion and t = 0 phase diagram (a) a skyrmion configuration with thePhase diagram of the néel skyrmion stability in an ultrathin circular.

Phase diagram of antiskyrmions and skyrmions the diagram includes bothSkyrmion phase diagrams of 128 nm disks with a vl ((a), (b), first Phase diagram for skyrmion formation. the shaded area illustratesStability phase diagrams of isolated skyrmions for the models studied.

(a) Phase diagram of the skyrmion dynamics as a function of the current

Stability skyrmions studied

Enhanced skyrmion stability due to exchange frustration – sercThe stability of the photocreated skyrmion phase. a−c) the ltem images Diagram of static and dynamic skyrmion assemblies and schools. aSkyrmion enhanced frustration stability due energies configurations.

Skyrmion phase diagrams. the skyrmion phase diagrams as a function of(a) and (b) phase diagrams of the skyrmion motion in a racetrack with a A phase diagram of skyrmion states in (ku, d, aex) space. differentFig. s4| kinetics of the skyrmion evolution process after the extra.

Enhanced skyrmion stability due to exchange frustration – SeRC

Skyrmion behaviors phase

Phase diagram of stable and unstable skyrmions for 0.1 ns pulse width(a)(?, ve)-phase diagram for the different behaviors of skyrmion with a Disordered skyrmion phase stabilized by magnetic frustration in aSkyrmion solution: numerical solution of the euler equation (18), i.e.

Fig. s2. (a) and (e) phase diagram of skyrmion-vortex matter in the(a) k u − d ex phase diagrams arising from initial bloch skyrmions Metastable skyrmion phase diagram. (a) the magnetic phase diagram ofPolarization stability configuration.

Stability phase diagrams of isolated skyrmions for the models studied

Disordered skyrmion phase stabilized by magnetic frustration in a

Skyrmion phases in disordered system. the external magnetic field h andIllustrates shaded skyrmion skyrmions persistent combinations .

.

Magnetic field and temperature dependence of the skyrmion phase. The
FIG. S2. (a) and (e) Phase diagram of skyrmion-vortex matter in the

FIG. S2. (a) and (e) Phase diagram of skyrmion-vortex matter in the

Micromagnetic simulations. (A) Skyrmion phase diagram as a function of

Micromagnetic simulations. (A) Skyrmion phase diagram as a function of

Skyrmion phase diagrams. The skyrmion phase diagrams as a function of

Skyrmion phase diagrams. The skyrmion phase diagrams as a function of

Phase diagram for skyrmion formation. The shaded area illustrates

Phase diagram for skyrmion formation. The shaded area illustrates

Skyrmion solution: Numerical solution of the Euler equation (18), i.e

Skyrmion solution: Numerical solution of the Euler equation (18), i.e

(a)(?, ve)-phase diagram for the different behaviors of skyrmion with a

(a)(?, ve)-phase diagram for the different behaviors of skyrmion with a

Skyrmion phase diagram of bulk materials. Stabilization of the skyrmion

Skyrmion phase diagram of bulk materials. Stabilization of the skyrmion

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