Labyrinthine domains in ferroelectric nanoparticles: a manifestation of gradient-driven morphological transition
Eugene A. Eliseev, Yevhen M. Fomichov, Sergei V. Kalinin, Yulian M., Vysochanskii, Peter Maksymovich, Anna N. Morozovska

TL;DR
This study uses the Landau-Ginzburg-Devonshire model to explore how size and surface effects induce complex labyrinthine domain structures in ferroelectric nanoparticles, revealing a new gradient-driven morphological transition.
Contribution
It uncovers the formation of stable labyrinthine domains in uniaxial ferroelectric nanoparticles due to a balance of energies, highlighting a novel gradient-driven transition mechanism.
Findings
Labyrinthine domains are stable in certain ferroelectric nanoparticles.
Domain branching increases rapidly below a critical polarization gradient.
The mechanism may apply to various confined ferroic materials.
Abstract
In the framework of the Landau-Ginzburg-Devonshire (LGD) approach we studied finite size effects of the phase diagram and domain structure evolution in spherical nanoparticles of uniaxial ferroelectric. The particle surface is covered by a layer of screening charge characterized by finite screening length. The phase diagram, calculated in coordinates "particle radius vs. screening length" has a wide region of versatile poly-domain structures separating single-domain ferroelectric and nonpolar paraelectric phases. Unexpectedly, we revealed a region of stable irregular labyrinthine domains in the nanoparticles of uniaxial ferroelectric CuInP2S6 with the first order paraelectric-ferroelectric phase transition. We established that the origin of labyrinthine domains is the mutual balance of LGD, polarization gradient and electrostatic energies. The branching of the domain walls appears and…
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