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Theory of Nonlinear Transport for Ensembles of Quantum Dots

Kiesslich, Gerold; Wacker, Andreas LU and Schöll, Eckehard (2008) In Semiconductor Nanostructures p.211-220
Abstract
This article reviews our work on the description of electronic transport through self-assembled quantum dots. Our main interest is in the effect of Coulomb interaction on quantum dot charging (capacitance-voltage characteristics), on the average current (current-voltage characteristics), and on current fluctuations (quantum shot noise) in quantum dot layers embedded in pn- or resonant tunneling devices. Our studies show the particular importance of understanding those interaction mechanisms for future device applications.
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author
organization
publishing date
type
Chapter in Book/Report/Conference proceeding
publication status
published
subject
in
Semiconductor Nanostructures
editor
Bimberg, Dieter and
pages
211 - 220
publisher
Springer
ISSN
1434-4904
language
English
LU publication?
yes
id
92c09cd2-418f-4f0a-a0b4-adc2a4066023 (old id 1182328)
date added to LUP
2008-08-12 17:57:00
date last changed
2016-04-16 01:05:25
@inbook{92c09cd2-418f-4f0a-a0b4-adc2a4066023,
  abstract     = {This article reviews our work on the description of electronic transport through self-assembled quantum dots. Our main interest is in the effect of Coulomb interaction on quantum dot charging (capacitance-voltage characteristics), on the average current (current-voltage characteristics), and on current fluctuations (quantum shot noise) in quantum dot layers embedded in pn- or resonant tunneling devices. Our studies show the particular importance of understanding those interaction mechanisms for future device applications.},
  author       = {Kiesslich, Gerold and Wacker, Andreas and Schöll, Eckehard},
  editor       = {Bimberg, Dieter},
  issn         = {1434-4904},
  language     = {eng},
  pages        = {211--220},
  publisher    = {Springer},
  series       = {Semiconductor Nanostructures},
  title        = {Theory of Nonlinear Transport for Ensembles of Quantum Dots},
  year         = {2008},
}