DocumentCode
1407395
Title
Complete Monte Carlo RF analysis of “real” short-channel compound FET´s
Author
Babiker, Sharief ; Asenov, Asen ; Cameron, Nigel ; Beaumont, Steven P. ; Barker, John R.
Author_Institution
Dept. of Electron. & Electr. Eng., Glasgow Univ., UK
Volume
45
Issue
8
fYear
1998
fDate
8/1/1998 12:00:00 AM
Firstpage
1644
Lastpage
1652
Abstract
A comprehensive RF analysis technique based on ensemble Monte Carlo (EMC) simulation of compound FET´s with realistic device geometry is presented. Y-parameters are obtained through Fourier transformation of the EMC transients in response to small changes in the terminal voltages. The terminal currents are statistically enhanced and filtered to allow for reliable y-parameters extraction. Improved analytic procedure for extracting the intrinsic device small-signal circuit components is described. As a result, stable y-parameters and reliable circuit components can he extracted for the whole range of device operation voltages. Parasitic components like contact and gate resistances are included in the y-parameters at a post processing stage to facilitate the forecast of the performance figures of merit of real devices. The developed RF technique has been applied in the EMC simulation of pseudomorphic HEMT´s (pHEMT´s) fabricated at the Glasgow Nanoelectronics Research Center. Good agreement has been achieved between the simulated and measured small-signal circuit components and performance figures of merit
Keywords
Monte Carlo methods; high electron mobility transistors; semiconductor device models; EMC transient; Fourier transformation; RF analysis; ensemble Monte Carlo simulation; figure of merit; parasitic component; pseudomorphic HEMT; short-channel compound FET; small-signal circuit; y-parameters; Analytical models; Circuit simulation; Electromagnetic compatibility; FETs; Geometry; HEMTs; Monte Carlo methods; Radio frequency; Solid modeling; Voltage;
fLanguage
English
Journal_Title
Electron Devices, IEEE Transactions on
Publisher
ieee
ISSN
0018-9383
Type
jour
DOI
10.1109/16.704358
Filename
704358
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