DocumentCode
2432496
Title
Dynamical equation and Monte Carlo simulation of the two-time Wigner function for electron quantum transport
Author
Brunetti, R. ; Bertoni, A. ; Bordone, P. ; Jacoboni, C.
Author_Institution
Dipt. di Fisica, Modena Univ., Italy
fYear
2000
fDate
22-25 May 2000
Firstpage
131
Lastpage
132
Abstract
A quantum approach to electron transport has been developed in recent years, where the Wigner function (WF) contains also the information of the phonon state; trace over the phonon variables is performed on the iterative solution used for the numerical simulation. In this paper an extension of this method is presented, where a two time WF is defined followed by a proper Fourier transform.
Keywords
Monte Carlo methods; electron-phonon interactions; quantum interference phenomena; Fourier transform; Monte Carlo simulation; dynamical equation; electron quantum transport; phonon variables; two-time Wigner function; Charge carrier processes; Electrons; Equations; Fourier transforms; Green function; Iterative methods; Jacobian matrices; Numerical simulation; Particle scattering; Phonons;
fLanguage
English
Publisher
ieee
Conference_Titel
Computational Electronics, 2000. Book of Abstracts. IWCE Glasgow 2000. 7th International Workshop on
Conference_Location
Glasgow, UK
Print_ISBN
0-85261-704-6
Type
conf
DOI
10.1109/IWCE.2000.869959
Filename
869959
Link To Document