Display Abstract

Title On defects with half-integer degree in the Q-tensor theory of nematic liquid crystals

Name Arghir D Zarnescu
Country England
Email A.Zarnescu@sussex.ac.uk
Co-Author(s) G. di Fratta, J. Robbins and V. Slastikov (University of Bristol)
Submit Time 2014-02-25 10:38:15
Session
Special Session 31: Variational energy and entropy approaches in non-smooth thermomechanics
Contents
Some of the most interesting aspects of nematic liquid crystals concern the defect patterns, and among these some of the most mysterious ones are the defects of index one-half (and higher), which cannot be described in the simpler, director theories, but only using a tensorial description. I will report on recent progress on their description and qualitative properties of them, in particular their local stability.