Información del autor
Autor Querlioz, Damien |
Documentos disponibles escritos por este autor (1)



TÃtulo : The Wigner Monte Carlo Method for Nanoelectronic Devices : A Particle Description of Quantum Transport and Decoherence Tipo de documento: documento electrónico Autores: Querlioz, Damien ; Dollfus, Philippe Editorial: Wiley Fecha de publicación: 2013 Otro editor: Hoboken, N.J. [USA] : Wiley Número de páginas: xx, 243 p. : Il.: ill. ISBN/ISSN/DL: 9781118618486 Palabras clave: Solid state physics Mathematics. Semiconductors. Transport theory. Coherent states. Quantum statistics. Particles (Nuclear physics) Nanoelectronics. Wigner distribution. Monte Carlo method. Clasificación: 530.4/10151 Nota de contenido: bla
Theoretical framework of quantum transport in semiconductors and devices -- Particle-based Wigner Monte Carlo approach to device simulation -- Application of the Wigner Monte Carlo technique to RTD, MOSFET, and CNTFET -- Transition from quantum to semi-classical transport through decoherence theory.Enlace de acceso : https://elibro-net.biblioproxy.umanizales.edu.co/es/lc/umanizales/titulos/178681 The Wigner Monte Carlo Method for Nanoelectronic Devices : A Particle Description of Quantum Transport and Decoherence [documento electrónico] / Querlioz, Damien ; Dollfus, Philippe . - Wiley : Hoboken, N.J. [USA] : Wiley, 2013 . - xx, 243 p. : : ill.
ISBN : 9781118618486
Palabras clave: Solid state physics Mathematics. Semiconductors. Transport theory. Coherent states. Quantum statistics. Particles (Nuclear physics) Nanoelectronics. Wigner distribution. Monte Carlo method. Clasificación: 530.4/10151 Nota de contenido: bla
Theoretical framework of quantum transport in semiconductors and devices -- Particle-based Wigner Monte Carlo approach to device simulation -- Application of the Wigner Monte Carlo technique to RTD, MOSFET, and CNTFET -- Transition from quantum to semi-classical transport through decoherence theory.Enlace de acceso : https://elibro-net.biblioproxy.umanizales.edu.co/es/lc/umanizales/titulos/178681