Quantized Topological Charges of Ferroelectric Skyrmions in Two-Dimensional Multiferroic Materials
Zhosen Liu

TL;DR
This study uses quantum simulations to demonstrate that ferroelectric skyrmion lattices in 2D multiferroic materials are induced by magnetic skyrmion lattices, with quantized topological charges and tunable properties via electric fields.
Contribution
It reveals the direct correlation and quantization of topological charges between ferroelectric and magnetic skyrmion lattices in 2D multiferroic systems, advancing understanding of their coupled textures.
Findings
FE skyrmions are formed around FM skyrmions with quantized topological charges.
FE skyrmion topological charge density forms periodic patterns.
Electric fields can modify skyrmion sizes, increase formation temperatures, and destroy FM skyrmion lattices.
Abstract
In multiferroic materials, the microscopic magnetic and electric textures are strongly correlated with each other by magnetoelectric (ME) coupling. Therefore, topological electric dipole textures, such as ferroelectric (FE) dipole skyrmions and periodic FE dipole crystals, are expected to be induced if ferromagnetic (FM) skyrmions and FM skyrmionic crystals (or lattices so as to be abbreviated as SLs for convenience) can be stabilized. In the present work, a quantum computational approach is utilized to simulate the topological textures of FE SLs in a two-dimensional (2D) multiferroic system. Consequently, we find that, FE SLs can indeed be induced once the FM SLs are formed; each FE skyrmion is an ferroelectric dipolar complex formed around an FM skyrmion; the topological charges of these FE skyrmions are usually quantized to be integers, half integers and multiples of certain…
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