Conforming piecewise linear finite elements yield optimal first-order H1 accuracy for 3D Landau-de Gennes Q-tensor equations with both smooth and singular bulk potentials, under a strict physicality assumption.
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Numerical analysis for constrained and unconstrained Q-tensor energies for liquid crystals
Conforming piecewise linear finite elements yield optimal first-order H1 accuracy for 3D Landau-de Gennes Q-tensor equations with both smooth and singular bulk potentials, under a strict physicality assumption.