Properties of the skyrmion crystal SkX-2 in the Heisenberg triangular lattice with scalar chirality
H. Bocquet, C. J. Ganahl, M. Scheurer, P. M. Derlet, A. M. L\"auchli

TL;DR
This paper demonstrates the stabilization of a unique skyrmion crystal, SkX-2, with two topological charges per unit cell in a Heisenberg triangular lattice model with scalar chirality, including theoretical and numerical analysis.
Contribution
It introduces and characterizes a new skyrmion crystal phase, SkX-2, in an SO(3)-symmetric Heisenberg model, expanding understanding of skyrmion stability without magnetic fields.
Findings
SkX-2 is stabilized in the Heisenberg triangular lattice with scalar chirality.
The transition from ferromagnetic to SkX-2 is quantitatively described.
SkX-2 exhibits a first-order phase transition and a continuous transition to a floating solid.
Abstract
Skyrmion crystals have been primarily discovered under a magnetic field for materials with non-centrosymmetric interactions. More recent developments have investigated the stability of skyrmion crystals in itinerant magnets without magnetic field. In this study, we find that a type of skyrmion crystal with two topological charges per unit cell and no magnetization at the ferromagnetic point in reciprocal space, SkX-2, is naturally stabilized in an -symmetric model with short-range interactions realized by the Heisenberg model on the triangular lattice with scalar chirality. We complement our numerical results with a theoretical analysis that quantitatively describes the transition from the ferromagnetic ground state to the SkX-2 and the evolution of the topological charge density. Despite the constraints given by the Mermin-Wagner theorem at finite temperature, the SkX-2 exhibits…
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