A GSAV-EI scheme with relaxed correction reformulated as quasi-implicit backward Euler delivers unconditional energy stability and optimal error estimates for the coupled tensor-scalar mLdG system modeling smectic-A liquid crystals.
Majumdar, Equilibrium order parameters of nematic liquid crystals in the landau-de gennes theory, European Journal of Applied Mathematics, 21 (2010), pp
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Generalized Scalar Auxiliary Variable Exponential Integrator for A Modified Landau-de Gennes Theory for Smectic Liquid Crystals
A GSAV-EI scheme with relaxed correction reformulated as quasi-implicit backward Euler delivers unconditional energy stability and optimal error estimates for the coupled tensor-scalar mLdG system modeling smectic-A liquid crystals.