Lassoing saddle splay and the geometrical control of topological defects
Lisa Tran, Maxim O. Lavrentovich, Daniel A. Beller, Ningwei Li,, Kathleen J. Stebe, and Randall D. Kamien

TL;DR
This paper demonstrates how the geometry of holes in nematic liquid crystals can be manipulated to control complex topological defect structures, using both experiments and simulations to explore saddle-like deformations and defect interactions.
Contribution
It introduces a method to induce and control saddle deformations and defect arrangements in nematic liquid crystals through hole geometry and anchoring conditions, advancing topological defect engineering.
Findings
Saddle deformations can be induced by hole geometry and anchoring conditions.
Defect structures such as disclination lines are tunable by elastic constants and geometry.
The study reveals potential for complex elastic deformation control in liquid crystal materials.
Abstract
Systems with holes, such as colloidal handlebodies and toroidal droplets, have been studied in the nematic liquid crystal (NLC) 4-cyano-4'-pentylbiphenyl (5CB): both point and ring topological defects can occur within each hole and around the system, while conserving the system's overall topological charge. However, what has not been fully appreciated is the ability to manipulate the hole geometry with homeotropic (perpendicular) anchoring conditions to induce complex, saddle-like deformations. We exploit this by creating an array of holes suspended in an NLC cell with oriented planar (parallel) anchoring at the cell boundaries. We study both 5CB and a binary mixture of bicyclohexane derivatives (CCN-47 and CCN-55). Through simulations and experiments, we study how the bulk saddle deformations of each hole interact to create novel defect structures, including an array of disclination…
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