Electrical potentials and free boundary separating the depletion and neutrality regions in a junction field transistor can be computed using a drift-diffusion model for a MESFET. This paper presents a new numerical algorithm of this model using a fixed point method. Numerical results are encouraging and provides a reasonably free boundary.Electrical potentials and free boundary separating the depletion and neutrality regions in a junction field transistor can be computed using a drift-diffusion model for a MESFET. This paper present...
We analyze and benchmark the error and the convergence order of finite difference, finite-element as...
AbstractThis paper proves the uniqueness of solutions to the time dependent drift diffusion semicond...
We study a stationary spin-polarized drift-diffusion model for semiconductor spintronic devices. Thi...
International audienceWe establish uniform L ∞ bounds for approximate solutions of the drift-diffusi...
AbstractThis work deals with non-isentropic hydrodynamic models for semiconductors with short moment...
AbstractIn this paper, the authors consider the limiting problem of the drift-diffusion-Poisson mode...
AbstractIn this paper the limit of vanishing Debye length in a bipolar drift-diffusion model for sem...
The paper deals with equations modelling the redistribution of charged particles by reactions, drift...
Jury : Catherine Bolley, François Jauberteau, Peter Markowich (Rapporteur), Americo Marrocco (Rappor...
International audienceWe consider a unipolar degenerate drift-diffusion system where the relation be...
The design of modern semiconductor devices requires the numerical simulation of basic fabrication st...
We present charge transport models for novel semiconductor devices which may include ionic species a...
The van Roosbroeck system describes the semi-classical transport of free electrons and holes in a se...
AbstractIn this paper, we consider a degenerate time-dependent drift-diffusion model for semiconduct...
In this paper we prove a global existence result for pair diffusion models in two dimensions. Such m...
We analyze and benchmark the error and the convergence order of finite difference, finite-element as...
AbstractThis paper proves the uniqueness of solutions to the time dependent drift diffusion semicond...
We study a stationary spin-polarized drift-diffusion model for semiconductor spintronic devices. Thi...
International audienceWe establish uniform L ∞ bounds for approximate solutions of the drift-diffusi...
AbstractThis work deals with non-isentropic hydrodynamic models for semiconductors with short moment...
AbstractIn this paper, the authors consider the limiting problem of the drift-diffusion-Poisson mode...
AbstractIn this paper the limit of vanishing Debye length in a bipolar drift-diffusion model for sem...
The paper deals with equations modelling the redistribution of charged particles by reactions, drift...
Jury : Catherine Bolley, François Jauberteau, Peter Markowich (Rapporteur), Americo Marrocco (Rappor...
International audienceWe consider a unipolar degenerate drift-diffusion system where the relation be...
The design of modern semiconductor devices requires the numerical simulation of basic fabrication st...
We present charge transport models for novel semiconductor devices which may include ionic species a...
The van Roosbroeck system describes the semi-classical transport of free electrons and holes in a se...
AbstractIn this paper, we consider a degenerate time-dependent drift-diffusion model for semiconduct...
In this paper we prove a global existence result for pair diffusion models in two dimensions. Such m...
We analyze and benchmark the error and the convergence order of finite difference, finite-element as...
AbstractThis paper proves the uniqueness of solutions to the time dependent drift diffusion semicond...
We study a stationary spin-polarized drift-diffusion model for semiconductor spintronic devices. Thi...