Browsing by Author "Wang, Y."

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Order Reconstruction for neatics on squares with isotropic inclusions: A Landau-de Gennes study

Wang, Y.; Canevari, G.; Majumdar, A. (2019-03-30)

e study a modified Landau-de Gennes model for nematic liq- uid crystals, where the elastic term is assumed to be of subquadratic growth in the gradient. We analyze the behaviour of global minimizers in two- and three-dimensional ...
The Well Order Reconstruction Solution for Three-Dimensional Wells, in the Landau-de Gennes theory.

Canevari, G.; Harris, J.; Majumdar, A.; Wang, Y. (2019)

We study nematic equilibria on three-dimensional square wells, with emphasis on Well Order Reconstruction Solu- tions (WORS) as a function of the well size, characterized by λ, and the well height denoted by ε. The WORS ...
The Well Order Reconstruction Solution for three-dimensional wells, in the Landau–de Gennes theory

Canevari, G.; Harris, J; Majumdar, A.; Wang, Y. (2020-03-01)

We study nematic equilibria on three-dimensional square wells, with emphasis on Well Order Reconstruction Solutions (WORS) as a function of the well size, characterized by 𝜆, and the well height denoted by 𝜖. The WORS ...