pubblicato online l’1 Febbraio 2006) Summary. — We consider Kane’s quantum model for two-band charged particles, composed of two Schrödinger-like equations coupled by a k · p term which describes interband tunneling. Using the WKB method we derive the hydrodynamic equa-tions both for a zero-temperature and for a nonzero-temperature two-band quantum fluid. In the latter case, we introduce a family of closure relations and write in full details the simplest two-band, isentropic, fluid-dynamical model. Finally, introduc-ing appropriate relaxation terms and performing drift-diffusive limits, we obtain the corresponding quantum drift-diffusion models for zero and nonzero-temperature quantum fluids. PACS 72.10.Bg – General formulation of transpo...
International audienceIn this paper, we consider two recently derived models: the Quantum Hydrodynam...
International audienceIn this paper, we consider two recently derived models: the Quantum Hydrodynam...
The classical and quantum hydrodynamic equations are presented in a unified formula-tion and the 3D ...
In the most bipolar electrons-holes models, there is no coupling mechanism between energy bands whic...
In the modeling of modern semiconductor devices it is essential to incorporate quantum mechanical ph...
In recent years, substantial advances have been made in understanding hydrodynamic models, both from...
The relaxation-time limit from the quantum hydrodynamic model to the quantum drift-diffusion equatio...
Semiconductor models based on classical or semi\--classical mechanics (like the drift-diffusion equ...
In this thesis we study quantum hydrodynamic (QHD) models, particularly the ones used in semiconduct...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
International audienceThis article is devoted to the reformulation of an isothermal version of the q...
International audienceThis article is devoted to the reformulation of an isothermal version of the q...
A model hierarchy of macroscopic models for quantum semiconductors is presented. Furthermore, a revi...
International audienceThis article is devoted to the reformulation of an isothermal version of the q...
International audienceIn this paper, we consider two recently derived models: the Quantum Hydrodynam...
International audienceIn this paper, we consider two recently derived models: the Quantum Hydrodynam...
The classical and quantum hydrodynamic equations are presented in a unified formula-tion and the 3D ...
In the most bipolar electrons-holes models, there is no coupling mechanism between energy bands whic...
In the modeling of modern semiconductor devices it is essential to incorporate quantum mechanical ph...
In recent years, substantial advances have been made in understanding hydrodynamic models, both from...
The relaxation-time limit from the quantum hydrodynamic model to the quantum drift-diffusion equatio...
Semiconductor models based on classical or semi\--classical mechanics (like the drift-diffusion equ...
In this thesis we study quantum hydrodynamic (QHD) models, particularly the ones used in semiconduct...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
In the present thesis, we consider variants of the stationary one-dimensional quantum drift-diffusio...
International audienceThis article is devoted to the reformulation of an isothermal version of the q...
International audienceThis article is devoted to the reformulation of an isothermal version of the q...
A model hierarchy of macroscopic models for quantum semiconductors is presented. Furthermore, a revi...
International audienceThis article is devoted to the reformulation of an isothermal version of the q...
International audienceIn this paper, we consider two recently derived models: the Quantum Hydrodynam...
International audienceIn this paper, we consider two recently derived models: the Quantum Hydrodynam...
The classical and quantum hydrodynamic equations are presented in a unified formula-tion and the 3D ...