Add to ORKGWe study the viscous model of quantum hydrodynamics in a bounded domain of space dimension 1, 2, or 3. This model is a mixed order partial differential system with nonlocal and nonlinear terms for the particle density, current density and electric potential. By a viscous regularization approach, we show existence and uniqueness of local in time solutions
The viscous quantum hydrodynamic model derived for semiconductor simulation is studied in this paper...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
In this thesis we study quantum hydrodynamic (QHD) models, particularly the ones used in semiconduct...
We study the viscous model of quantum hydrodynamics in a bounded domain of space dimension 1, 2, or ...
We study the viscous model of quantum hydrodynamics in a bounded domain of space di-mension 1, 2, or...
We discuss analytically the stationary viscous quantum hydrodynamic model including a barrier potent...
Abstract. The existence of global-in-time weak solutions to the one-dimen-sional viscous quantum hyd...
AbstractThe existence of global-in-time weak solutions to the one-dimensional viscous quantum hydrod...
The existence of weak solutions locally in time to the quantum hydrodynamic equations in bounded dom...
We investigate the viscous model of quantum hydrodynamics in one and higher space di-mensions. Explo...
AbstractThe long-time asymptotics of solutions of the viscous quantum hydrodynamic model in one spac...
We analyze a quantum trajectory model given by a steady-state hydrodynamic system for quantum fluids...
We investigate the viscous model of quantum hydrodynamics, which describes the charge transport in a...
The semi-classical and the inviscid limit in quantum trajectory models given by a one-dimensional st...
The viscous quantum hydrodynamic model derived for semiconductor simulation is studied in this paper...
The viscous quantum hydrodynamic model derived for semiconductor simulation is studied in this paper...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
In this thesis we study quantum hydrodynamic (QHD) models, particularly the ones used in semiconduct...
We study the viscous model of quantum hydrodynamics in a bounded domain of space dimension 1, 2, or ...
We study the viscous model of quantum hydrodynamics in a bounded domain of space di-mension 1, 2, or...
We discuss analytically the stationary viscous quantum hydrodynamic model including a barrier potent...
Abstract. The existence of global-in-time weak solutions to the one-dimen-sional viscous quantum hyd...
AbstractThe existence of global-in-time weak solutions to the one-dimensional viscous quantum hydrod...
The existence of weak solutions locally in time to the quantum hydrodynamic equations in bounded dom...
We investigate the viscous model of quantum hydrodynamics in one and higher space di-mensions. Explo...
AbstractThe long-time asymptotics of solutions of the viscous quantum hydrodynamic model in one spac...
We analyze a quantum trajectory model given by a steady-state hydrodynamic system for quantum fluids...
We investigate the viscous model of quantum hydrodynamics, which describes the charge transport in a...
The semi-classical and the inviscid limit in quantum trajectory models given by a one-dimensional st...
The viscous quantum hydrodynamic model derived for semiconductor simulation is studied in this paper...
The viscous quantum hydrodynamic model derived for semiconductor simulation is studied in this paper...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
In this thesis we study quantum hydrodynamic (QHD) models, particularly the ones used in semiconduct...