Global strong pathwise well-posedness established for stochastically forced 2D incompressible Navier-Stokes coupled to 1D damped Kirchhoff plate via velocity continuity and stress balance on fixed interface.
1968 Some constitutive equations for liquid crystals.Archive for Rational Mechanics and Analysis28, 265–283
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Derives constitutive equations for Cauchy stress, couple-stress, energy and entropy fluxes in compressible and incompressible thermal viscous nematic liquid crystal models from kinetic theory via Chapman-Enskog expansion and Rajagopal-Srinivasa maximization.
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Stochastically forced Navier-Stokes equations interacting with an elastic structure
Global strong pathwise well-posedness established for stochastically forced 2D incompressible Navier-Stokes coupled to 1D damped Kirchhoff plate via velocity continuity and stress balance on fixed interface.
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Kinetic derivation of thermal viscous models for nematic liquid crystal dynamics
Derives constitutive equations for Cauchy stress, couple-stress, energy and entropy fluxes in compressible and incompressible thermal viscous nematic liquid crystal models from kinetic theory via Chapman-Enskog expansion and Rajagopal-Srinivasa maximization.