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math-ph2023
Multistability for Nematic Liquid Crystals in Cuboids with Degenerate Planar Boundary Conditions
Baoming Shi, Yucen Han, Apala Majumdar +1
We study nematic configurations within three-dimensional (3D) cuboids, with planar degenerate boundary conditions on the cuboid faces, in the Landau-de Gennes framework. There are…
math-ph2019
A Reduced Study for Nematic Equilibria on Two-Dimensional Polygons
Yucen Han, Apala Majumdar, Lei Zhang
We study reduced nematic equilibria on regular two-dimensional polygons with Dirichlet tangent boundary conditions, in a reduced two-dimensional Landau-de Gennes framework, discuss…