Analysis and Numerics on a 2D Dynamic Q-Tensor Model
Speaker
Prof. Xiang Xu
Department of Mathematics and Statistics, Old Dominion University, USA
Abstract

We consider a four-elastic-constant Landau-de Gennes energy characterizing nematic liquid crystal configurations described using the Q-tensor formalism. The energy contains a cubic term and is unbounded from below. We study dynamical effects produced by the presence of this cubic term by considering an L^2 gradient flow generated by this energy. We work in two dimensions and make analysis in both the PDE and numeric aspects.

About the Speaker

Professor Xiang Xu obtained PhD in mathematics from Pennsylvania State University in 2011. He joined Old Dominion University in 2015 and is now an assistant professor in the Department of Mathematics and Statistics. Prof. Xu's research interests are partial differential equations in general.

Date&Time
2016-08-23 10:00 AM
Location
Room: A203 Meeting Room
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