AbstractWe consider the Boltzmann-Poisson system for electrons in a semiconductor in the case of high fields and small devices. We discuss closures of moment equations and boundary conditions for both the distribution function and the moments
We investigate aspects of entropy-based moment closures which are used to simplify kinetic models of...
The applicability of the Poisson-Boltzmann model for micro- and nanoscale electroosmotic flows is a ...
High-field transport in semiconductor diodes at room temperature is analyzed in the reflection–trans...
AbstractWe consider the Boltzmann equation describing the charge transport in semiconductor devices,...
Electron and hole densities evolve in x-z phase space according to Boltzmann equations. When the mea...
We compare I‐Vcharacteristics of a semiconducting submicron n + nn + diode as predicted by extended ...
AbstractThis paper is devoted to the derivation of (non-linear) drift-diffusion equations from the s...
AbstractThe usual drift diffusion equation is not suitable to model hot electrons transport in semic...
In the theory of energy and momentum relaxation in semiconductor devices, the introduction of two te...
The work presented in this dissertation is related to several lines of research in the area of Disco...
We outline a systematic nonperturbative derivation of a hierarchy of closed systems of moment equati...
In this paper we present exact closures of the 8-moment and the 9-moment models for the charge trans...
This paper studies a Boltzmann transport equation with several electron-phonon scattering mechanisms...
In the attempt of obtaining macroscopic models which describe the flow of electrons through a semico...
Hot electron transport is studied in small semiconductor structures by solving the coupled Boltzmann...
We investigate aspects of entropy-based moment closures which are used to simplify kinetic models of...
The applicability of the Poisson-Boltzmann model for micro- and nanoscale electroosmotic flows is a ...
High-field transport in semiconductor diodes at room temperature is analyzed in the reflection–trans...
AbstractWe consider the Boltzmann equation describing the charge transport in semiconductor devices,...
Electron and hole densities evolve in x-z phase space according to Boltzmann equations. When the mea...
We compare I‐Vcharacteristics of a semiconducting submicron n + nn + diode as predicted by extended ...
AbstractThis paper is devoted to the derivation of (non-linear) drift-diffusion equations from the s...
AbstractThe usual drift diffusion equation is not suitable to model hot electrons transport in semic...
In the theory of energy and momentum relaxation in semiconductor devices, the introduction of two te...
The work presented in this dissertation is related to several lines of research in the area of Disco...
We outline a systematic nonperturbative derivation of a hierarchy of closed systems of moment equati...
In this paper we present exact closures of the 8-moment and the 9-moment models for the charge trans...
This paper studies a Boltzmann transport equation with several electron-phonon scattering mechanisms...
In the attempt of obtaining macroscopic models which describe the flow of electrons through a semico...
Hot electron transport is studied in small semiconductor structures by solving the coupled Boltzmann...
We investigate aspects of entropy-based moment closures which are used to simplify kinetic models of...
The applicability of the Poisson-Boltzmann model for micro- and nanoscale electroosmotic flows is a ...
High-field transport in semiconductor diodes at room temperature is analyzed in the reflection–trans...