A minimal model of solitons in nematic liquid crystals
Noe Atzin, Ali Mozaffari, Xingzhou Tang, Soumik Das, Nicholas L., Abbott, Juan J. de Pablo

TL;DR
This paper introduces a minimal tensor-based model explaining the formation and dynamics of solitons in nematic liquid crystals, highlighting the roles of surface imperfections, flexoelectricity, dielectric contrast, and electric fields.
Contribution
It presents a new minimal theoretical model that predicts soliton structures and behaviors in nematic liquid crystals, aligning with experimental observations.
Findings
Formation of butterfly-shaped director structures in the model
Detachment and propagation of soliton bullets with increasing electric field
Consistency of model predictions with experimental results
Abstract
Solitons in liquid crystals have generated considerable interest. Several hypotheses of varying complexity have been advanced to explain how they emerge, and a consensus has not emerged yet about the underlying forces responsible for their formation or their structure. In this work, we present a minimal model for soliton structures in achiral nematic liquid crystals, which reveals the key requirements needed to generate traveling solitons in the absence of added charges. These include a surface imperfection or inhomogeneity capable of producing a twist, flexoelectricity, dielectric contrast, and an applied AC electric field that can couple to the director's orientation. Our proposed model is based on a tensorial representation of a confined liquid crystal, and it predicts the formation of "butterfly" structures, quadrupolar in character, in regions of a slit channel where the director…
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Taxonomy
TopicsLiquid Crystal Research Advancements · Nonlinear Dynamics and Pattern Formation · Nonlinear Photonic Systems
