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1994
Conference Paper
Title
Self-consistent calculation of quantum well electron transfer structures for ultrafast optical switches
Abstract
A self-consistent finite difference method for the simulation of electron transfer structures is developed and applied to optimize InGaAsP/InP QW structures for fast optical switching devices. Simultaneous solution of Poisson's equation, continuity equation and Schrodinger's equation on a discretized mesh yields a fast and accurate simulation method which may be applied to arbitrary layer structures and which needs no artificial assumptions like space charge layers. With this method we calculate the important physical parameters of barrier, reservoir and quantum well electron transfer structures (BRAQWETS).
Language
English
Keyword(s)
electro-optical switches
finite difference methods
gallium arsenide
gallium compounds
high-speed optical techniques
iii-v semiconductors
indium compounds
schrodinger equation
semiconductor quantum wells
semiconductor switches
space charge
self-consistent calculation
quantum well electron transfer structur
ultrafast optical switches
self-consistent finite difference method
simulation
InGaAsP/InP qw structures
fast optical switching devices
simultaneous solution
poisson's equation
continuity equation
schrodinger's equation
discretized mesh
accurate simulation method
arbitrary layer structures
space charge layers
physical parameters
quantum well electron transfer structures
quantum barrier structures
quantum reservior structures
InGaAsP-InP