Hexagonal close-packed polar-skyrmion lattice in ultrathin ferroelectric PbTiO3 films
arXiv:2305.04169 · doi:10.1103/PhysRevLett.130.226801
Abstract
Polar skyrmions are topologically stable, swirling polarization textures with particle-like characteristics, which hold promise for next-generation, nanoscale logic and memory. While understanding of how to create ordered polar skyrmion lattice structures and how such structure respond to applied electric fields, temperature, and film thickness remains elusive. Here, using phase-field simulations, the evolution of polar topology and the emergence of a phase transition to a hexagonal close-packed skyrmion lattice is explored through the construction of a temperature-electric field phase diagram for ultrathin ferroelectric PbTiO3 films. The hexagonal-lattice skyrmion crystal can be stabilized under application of an external, out-of-plane electric field which carefully adjusts the delicate interplay of elastic, electrostatic, and gradient energies. In addition, the lattice constants of the polar skyrmion crystals are found to increase with film thickness, consistent with expectation from Kittel law. Our studies pave the way for the development of novel ordered condensed matter phases assembled from topological polar textures and related emergent properties in nanoscale ferroelectrics.
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Cited by in corpus (8)
- A 2D ferroelectric vortex lattice in twisted BaTiO3 freestanding layers
- Tunable ferroelectric topological defects on 2D topological surfaces: strain engineering skyrmion-like polar structures in 2D materials
- Electric field control of moiré skyrmion phases in twisted multiferroic NiI bilayers
- Topological phase transitions in perovskite superlattices driven by temperature, electric field, and doping
- Liquid-crystal-like dynamic transition in ferroelectric/dielectric superlattices
- Magnetoelectric imprint of skyrmions in van der Waals bilayers
- Theory of Polar Skyrmions in Layered Structure of Ferroelectric Perovskites
- Topological transition and emergent elasticity of dislocation in skyrmion lattice: Beyond Kittel's magnetic-polar analogy