Add to ORKGWe study the hydrodynamics of active liquid crystals in the Beris–Edwards hydrodynamic framework with the Landau–de Gennes Q-tensor order parameter to describe liquid crystalline ordering. The existence of global weak solutions in two and three spatial dimensions is established. In the two-dimensional case, by the Littlewood–Paley decomposition, the higher regularity of the weak solutions and the weak-strong uniqueness are also obtained
We consider a full Navier-Stokes and $Q$-tensor system for incompressible liquid crystal flows of ne...
AbstractIn the first part of this paper, we establish the global existence of solutions of the liqui...
We study the hydrodynamics of nematic liquid crystal flow perturbed by a multiplicative noise under ...
We study the hydrodynamics of active liquid crystals in the Beris–Edwards hydrodynamic framework wit...
We study the hydrodynamics of compressible flows of active liquid crystals in the Beris--Edwards hyd...
We study the hydrodynamics of compressible flows of active liquid crystals in the Beris--Edwards hyd...
In this paper we study the full system of incompressible liquid crystals, as modeled in the Q-tensor...
AbstractWe prove the global existence and regularity of weak solution for the 2-D liquid crystal flo...
AbstractThe initial–boundary value problem for the three-dimensional incompressible flow of liquid c...
We study a complex non-Newtonian fluid that models the flowof nematic liquid crystals. The fluid is ...
This thesis focuses on the Beris-Edward system whose equations are meant to describe the evolution i...
In this thesis, we consider two problems in the Q-tensor theory of nematic liquid crystals. The firs...
We study a complex non-Newtonian fluid that models the flowof nematic liquid crystals. The fluid is ...
We consider a full Navier--Stokes and $Q$-tensor system for incompressible liquid crystal flows of n...
We prove existence of a global weak solution for a nematic liquid crystal problem by means of a pena...
We consider a full Navier-Stokes and $Q$-tensor system for incompressible liquid crystal flows of ne...
AbstractIn the first part of this paper, we establish the global existence of solutions of the liqui...
We study the hydrodynamics of nematic liquid crystal flow perturbed by a multiplicative noise under ...
We study the hydrodynamics of active liquid crystals in the Beris–Edwards hydrodynamic framework wit...
We study the hydrodynamics of compressible flows of active liquid crystals in the Beris--Edwards hyd...
We study the hydrodynamics of compressible flows of active liquid crystals in the Beris--Edwards hyd...
In this paper we study the full system of incompressible liquid crystals, as modeled in the Q-tensor...
AbstractWe prove the global existence and regularity of weak solution for the 2-D liquid crystal flo...
AbstractThe initial–boundary value problem for the three-dimensional incompressible flow of liquid c...
We study a complex non-Newtonian fluid that models the flowof nematic liquid crystals. The fluid is ...
This thesis focuses on the Beris-Edward system whose equations are meant to describe the evolution i...
In this thesis, we consider two problems in the Q-tensor theory of nematic liquid crystals. The firs...
We study a complex non-Newtonian fluid that models the flowof nematic liquid crystals. The fluid is ...
We consider a full Navier--Stokes and $Q$-tensor system for incompressible liquid crystal flows of n...
We prove existence of a global weak solution for a nematic liquid crystal problem by means of a pena...
We consider a full Navier-Stokes and $Q$-tensor system for incompressible liquid crystal flows of ne...
AbstractIn the first part of this paper, we establish the global existence of solutions of the liqui...
We study the hydrodynamics of nematic liquid crystal flow perturbed by a multiplicative noise under ...