HIGHLIGHTS
- who: Yucen Han from the (UNIVERSITY) have published the paper: Multistability for a Reduced Nematic Liquid Crystal Model in the Exterior of 2D Polygons, in the Journal: (JOURNAL)
- what: The authors focus on the mathematical modelling and numerical computation of NLC equilibria outside regular two-dimensional (2D) polygons with homeotropic boundary conditions, i.e. the nematic director is constrained to be normal to the polygon boundary. The authors focus on the effects of shape and size of the polygonal hole on the corresponding NLC equilibria, in a reduced LdG model. Using a result from Ginzburg . . .
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