Voltage pulses can flip, create, and erase magnetic bimerons in two-dimensional ferroelectrics


Jan 17, 2026

Flipping ferroelectric polarization reverses bimeron topology in a two-dimensional magnet, allowing voltage pulses alone to write, erase, and invert nanoscale spin structures without current flow.

(Nanowerk Spotlight) Magnetic skyrmions captured the imagination of physicists when researchers first observed them in bulk crystals and thin films a little over a decade ago. These tiny whirlpool-like arrangements of electron spins, just nanometers across, behave like stable particles that can be pushed around by small electric currents. Their remarkable stability comes from a property called topological charge, a mathematical quantity describing how many times the spin pattern wraps around a sphere. Because topological charge cannot change smoothly, skyrmions resist destruction by thermal fluctuations or defects, making them attractive candidates for encoding information in future memory and computing devices. Their close cousin, the bimeron, carries the same topological protection but lies flat in the plane of a material rather than pointing perpendicular to it. It consists of a meron-antimeron pair with spin cores pointing in opposite directions. The key ingredient enabling both structures is the Dzyaloshinskii-Moriya interaction, an asymmetric magnetic coupling that arises when spin-orbit effects meet broken inversion symmetry in a crystal. This interaction forces neighboring spins to cant at a particular angle rather than align parallel, and it imprints a specific chirality, or handedness, on the resulting spin texture. Controlling skyrmions and bimerons after they form has proven difficult. Most experiments rely on electric currents that push the structures through spin-transfer or spin-orbit torques. These approaches suffer from energy losses due to resistive heating and require sustained power to maintain the magnetic state. A more elegant solution would use a static electric field to toggle topological properties without any current flow. Ferroelectric materials offer exactly this possibility. They possess a spontaneous electric polarization that can be flipped by an applied voltage, and the new orientation persists after removing the voltage. If one could link ferroelectric polarization directly to the chirality of the asymmetric magnetic coupling, then flipping the polarization would flip the spin texture. The device would remember its state indefinitely. Yet building such a coupling into a real material has remained elusive. A study now published in Advanced Functional Materials (“Magnetoelectric Bimeron in 2D Hexagonal Lattice”) presents a theoretical framework that achieves precisely this goal. A team at Shandong University in China has identified a symmetry-mediated mechanism linking ferroelectric order to bimeron topology in two-dimensional hexagonal lattices, establishing what they call the magnetoelectric bimeron. Schematic diagrams of electric-pulse-driven switching of a) polarization states, b) DMI chirality Schematic diagrams of electric-pulse-driven switching of a) polarization states, b) DMI chirality [In each panel of b), the left (right) three arrows indicate the DMI vectors from site i (j) to its three neighboring sites], and c) topological spin texture. All subfigures maintain consistent state-to-position mapping: FE-P↑ in left panels, AFE in middle panels, and FE-P↓ in right panels. (Image: Reproduced with permission from Wiley-VCH Verlag) (click on image to enlarge) The core insight draws on Moriya’s symmetry rules, which dictate how the Dzyaloshinskii-Moriya vector depends on local atomic arrangement. In a hexagonal monolayer with out-of-plane ferroelectric polarization, the in-plane component of this vector circulates clockwise in one polarization state and counterclockwise in the other. Because bimerons inherit their structure from this chirality, reversing it flips the topological charge from +1 to −1. The team also considers an antiferroelectric phase, in which adjacent electric dipoles point in opposite directions and produce no net polarization. This configuration restores inversion symmetry, driving the Dzyaloshinskii-Moriya interaction to zero and annihilating any bimeron present. Returning to a ferroelectric state regenerates the topological texture. Electric pulses can therefore create, destroy, or invert bimerons at will. To ground these ideas in a specific compound, the researchers examined monolayer copper vanadium iodide, CuV₂I₆. In this material, copper atoms sit slightly above or below the vanadium plane. That vertical offset breaks inversion symmetry and produces an out-of-plane polarization of roughly 8.6 pC m⁻¹. Displacing copper in the opposite direction yields a second, energetically equivalent ferroelectric state with reversed polarization. An antiferroelectric arrangement, where copper atoms alternate above and below the plane, sits marginally lower in energy and possesses a centrosymmetric structure. Density functional theory calculations reveal that vanadium atoms carry magnetic moments near 2.5 Bohr magnetons. The Heisenberg exchange coupling, which favors parallel spins, measures about 23 meV in ferroelectric states. The in-plane Dzyaloshinskii-Moriya parameter reaches 1.52 meV in one ferroelectric configuration and −1.52 meV in the other, confirming the predicted chirality reversal. In the antiferroelectric phase it falls to zero. Magnetic anisotropy also switches sign between phases. The ferroelectric state favors in-plane magnetization, while the antiferroelectric state favors out-of-plane alignment. This reversal, driven by electric-field-induced shifts in orbital occupation near the Fermi level, provides an additional mechanism for tuning spin textures. Atomistic spin simulations on a 300 × 300 supercell, cooled from 600 K to absolute zero, reveal the magnetic ground states. In the ferroelectric phase at zero field, bimerons spontaneously nucleate with meron-antimeron separations around 16 nm. Some link into chains forming higher-order topological objects. An in-plane magnetic field of about 25 mT maximizes bimeron density; above 55 mT the textures collapse into a uniform ferromagnet. Out-of-plane fields instead assemble bimerons into networks before destroying them above 2.4 T. Simulated switching confirms the magnetoelectric control scenarios. Flipping polarization from up to down at 40 mT preserves the bimerons but inverts their topological charge. Transitioning to the antiferroelectric state erases them entirely. At 50 mT, switching back to a ferroelectric phase nucleates higher-order bimerons carrying charges of ±2. Creation, annihilation, and sign reversal all occur through voltage pulses alone. Phonon spectra confirm that monolayer CuV₂I₆ is dynamically stable. Monte Carlo calculations place its Curie temperature at 105 K, more than double the 47 K observed in the related compound VI₃. The energy barrier separating ferroelectric and antiferroelectric phases measures 116 meV per unit cell, corresponding to a critical electric field of about 1 V Å⁻¹. The authors note that experimental realization would require supporting the monolayer on a weakly interacting substrate to preserve its intrinsic properties, a nontrivial constraint since many substrates induce strain or charge transfer that can destabilize delicate ferroelectric order. By coupling ferroelectric polarization directly to Dzyaloshinskii-Moriya chirality, this work provides a recipe for voltage-controlled topological magnetism. Devices built on magnetoelectric bimerons could write, erase, and invert magnetic bits without current flow, sidestepping the energy losses that plague existing spintronic schemes. The concept extends naturally to skyrmions and merons, whose existence also depends on the asymmetric exchange coupling. If experimentalists can synthesize monolayer CuV₂I₆ or related materials on suitable substrates, the magnetoelectric bimeron may become a practical building block for low-power memory and logic technologies.


Michael Berger
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– Michael is author of four books by the Royal Society of Chemistry:
Nano-Society: Pushing the Boundaries of Technology (2009),
Nanotechnology: The Future is Tiny (2016),
Nanoengineering: The Skills and Tools Making Technology Invisible (2019), and
Waste not! How Nanotechnologies Can Increase Efficiencies Throughout Society (2025)
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