Add to ORKGIn this paper, we study the well-posedness, ill-posedness and uniqueness of the stationary 3-D radial solution to the bipolar isothermal hydrodynamic model for semiconductors. The density of electron is imposed with sonic boundary and interiorly subsonic case and the density of hole is fully subsonic case
International audienceWe give an example of supersonic solutions to a one-dimensional steady state E...
AbstractWe give an example of supersonic solutions to a one-dimensional steady state Euler–Poisson s...
In this paper, it is considered a hydrodynamic model for the bipolar semiconductor devicein the case...
AbstractWe present a hydrodynamic model for semiconductors, where the energy equation is replaced by...
(Communicated by Changjiang Zhu) Abstract. In this paper we present a physically relevant hydrodynam...
AbstractIn this paper, we study the stationary flow for a one-dimensional isentropic bipolar Euler–P...
AbstractThe asymptotic behavior of classical solutions of the bipolar hydrodynamical model for semic...
AbstractA transient quantum hydrodynamic system for charge density, current density and electrostati...
AbstractWe establish the existence of entropy solutions for a bipolar hydrodynamic model for semicon...
AbstractWe discuss the stability of the steady state solutions for an isentropic hydrodynamic model ...
summary:In this paper we study the stability of transonic strong shock solutions of the steady state...
AbstractThe one-dimensional stationary full hydrodynamic model for semiconductor devices with non-is...
The one-dimensional stationary full hydrodynamic model for semiconductor devices with non-isentropic...
The hydrodynamic model for semiconductor devices plays an important role in simulating the behavior ...
AbstractThe global in-time semiclassical and relaxation limits of the bipolar quantum hydrodynamic m...
International audienceWe give an example of supersonic solutions to a one-dimensional steady state E...
AbstractWe give an example of supersonic solutions to a one-dimensional steady state Euler–Poisson s...
In this paper, it is considered a hydrodynamic model for the bipolar semiconductor devicein the case...
AbstractWe present a hydrodynamic model for semiconductors, where the energy equation is replaced by...
(Communicated by Changjiang Zhu) Abstract. In this paper we present a physically relevant hydrodynam...
AbstractIn this paper, we study the stationary flow for a one-dimensional isentropic bipolar Euler–P...
AbstractThe asymptotic behavior of classical solutions of the bipolar hydrodynamical model for semic...
AbstractA transient quantum hydrodynamic system for charge density, current density and electrostati...
AbstractWe establish the existence of entropy solutions for a bipolar hydrodynamic model for semicon...
AbstractWe discuss the stability of the steady state solutions for an isentropic hydrodynamic model ...
summary:In this paper we study the stability of transonic strong shock solutions of the steady state...
AbstractThe one-dimensional stationary full hydrodynamic model for semiconductor devices with non-is...
The one-dimensional stationary full hydrodynamic model for semiconductor devices with non-isentropic...
The hydrodynamic model for semiconductor devices plays an important role in simulating the behavior ...
AbstractThe global in-time semiclassical and relaxation limits of the bipolar quantum hydrodynamic m...
International audienceWe give an example of supersonic solutions to a one-dimensional steady state E...
AbstractWe give an example of supersonic solutions to a one-dimensional steady state Euler–Poisson s...
In this paper, it is considered a hydrodynamic model for the bipolar semiconductor devicein the case...