
Claes Thelander
Associate Professor

Quantum Devices from the Assembly of Zero- and One-Dimensional Building Blocks
Author
Summary, in English
The second part of the thesis deals with the fabrication and electrical characterization of semiconductor nanowire devices. Nanowires in the InAs/InP material system were grown by chemical beam epitaxy from size-selected nanoparticle catalysts. The heterostructure interfaces between the InAs and InP regions were determined to be almost atomically abrupt from high-resolution transmission electron microscopy investigations. Ohmic contacts, showing linear I-V characteristics down to 4.2 K, were developed to homogeneous InAs nanowires, and transport in these wires was investigated. From electrical characterization of InAs nanowires containing a thick InP barrier, the InP barrier height was estimated to be ~0.6 eV relative to the InAs conduction band edge. Resonant tunneling diodes were fabricated by incorporating a 15 nm InAs dot between two thin InP tunnel barriers. These devices showed peak-to-valley ratios up to 50:1 at 4.2 K. It is also shown that if the InAs dot is extended to a length of 100 nm, the nanowires work as ideal single-electron transistors at 4.2 K.
Department/s
- Solid State Physics
Publishing year
2003
Language
English
Document type
Dissertation
Publisher
Division of Solid State Physics, Box 118, 221 00 Lund,
Topic
- Condensed Matter Physics
Keywords
- quantum devices
- classical mechanics
- quantum mechanics
- relativity
- statistical physics
- thermodynamics
- Matematisk och allmän teoretisk fysik
- klassisk mekanik
- kvantmekanik
- relativitet
- gravitation
- termodynamik
- statistisk fysik
- Mathematical and general theoretical physics
- single-electron transistor
- nanowires
- AFM
- carbon nanotubes
- Fysicumarkivet A:2003:Thelander
Status
Published
Supervisor
- [unknown] [unknown]
ISBN/ISSN/Other
- ISBN: 91-628-5775-4
- LUFTD2/TFFF-0068
Defence date
7 November 2003
Defence time
10:15
Defence place
Room B, Dept of Physics, Sölvegatan 14, Lund Institute of Technology.
Opponent
- Christian Schönenberger (Prof)