DocumentCode
1028116
Title
Optimum doping distribution for minimum base transit time
Author
Marsha, Alan H.
Author_Institution
University of Arizona, Tucson, Ariz.
Volume
14
Issue
4
fYear
1967
fDate
4/1/1967 12:00:00 AM
Firstpage
190
Lastpage
194
Abstract
The problem of determining the necessary impurity distribution function which will minimize the minority carrier emitter-to-collector transit time is considered. The use of this optimum profile affords a possibility of improvement in the overall high-frequency performance of diodes and transistors. A simple one-dimensional geometry is assumed, and the drift and diffusion components of minority current are considered. The mobility is assumed independent of electric field and is approximated by
. When optimum doping is used, the resulting electric field is found to be a monotonically decreasing function over the base region. When the ratio of impurity densities at the boundaries of the base region is 103, the minority current is primarily drift over most of the base region and the base cutoff frequency is approximately 6.5 times higher than the value resulting when the base is uniformly doped.
. When optimum doping is used, the resulting electric field is found to be a monotonically decreasing function over the base region. When the ratio of impurity densities at the boundaries of the base region is 103, the minority current is primarily drift over most of the base region and the base cutoff frequency is approximately 6.5 times higher than the value resulting when the base is uniformly doped.Keywords
Charge carrier density; Charge carrier processes; Current density; Diodes; Distribution functions; Doping; Electron mobility; Geometry; Impurities; Silicon;
fLanguage
English
Journal_Title
Electron Devices, IEEE Transactions on
Publisher
ieee
ISSN
0018-9383
Type
jour
DOI
10.1109/T-ED.1967.15927
Filename
1474650
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