DocumentCode
1105311
Title
A technique for efficient analysis of planar integrated microwave circuits including segmented layers and miniature topologies
Author
Wu, Ke ; Xu, Yansheng ; Bosisio, Renato G.
Author_Institution
Dept. de Genie Electrique et de Genie Inf., Ecole Polytech., Montreal, Que., Canada
Volume
42
Issue
5
fYear
1994
fDate
5/1/1994 12:00:00 AM
Firstpage
826
Lastpage
833
Abstract
A method-of-lines based technique is presented for efficiently analyzing propagation problems of planar integrated circuits. A scheme of vertical multi-subregion space discretization is used to enhance numerical accuracy by improving most of the edge singularity on metallic conductors. On the other hand, this proposed approach is able to not only handle very narrow strips/very large slots topology or vice-versa, but also simulate exactly bilaterally unbounded structures with possible segmented multilayers. Numerical results including convergence characteristics are demonstrated for both quasi-static and hybrid-mode analysis. Comparison with other publications validates this novel algorithm
Keywords
microstrip lines; microwave integrated circuits; network topology; numerical analysis; partial differential equations; transmission line theory; waveguide theory; 2D analysis; Laplace equations; bilaterally unbounded structures; convergence characteristics; edge singularity; hybrid-mode analysis; metallic conductors; method-of-lines; microstrip lines; miniature topologies; narrow strips; numerical accuracy; planar integrated microwave circuits; quasi-static analysis; segmented layers; segmented multilayers; slots topology; vertical multi-subregion space discretization; Circuit topology; Dielectric substrates; Hybrid integrated circuits; Integrated circuit modeling; Microwave theory and techniques; Monolithic integrated circuits; Planar transmission lines; Semiconductivity; Strips; Transmission line theory;
fLanguage
English
Journal_Title
Microwave Theory and Techniques, IEEE Transactions on
Publisher
ieee
ISSN
0018-9480
Type
jour
DOI
10.1109/22.293531
Filename
293531
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