2002Unpublished venueRequires access

Simultaneous propagation of both bound and leaky dominant modes on conductor-backed coplanar strips

M. Tsuji, H. Shigesawa, A.A. Oliner

Open publisher page 40 citations

Abstract

Contrary to expectations, the authors recently found that a new leaky, dominant mode may be present on conductor-backed coplanar strips at the same time as the conventional bound dominant mode. The frequency range over which both of these modes can propagate simultaneously increases as the strips become wider, and can be quite large even for fairly narrow strips. These new features, which could affect circuit performance significantly, have been derived theoretically and verified by measurements.>

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What this paper is about

Contrary to expectations, the authors recently found that a new leaky, dominant mode may be present on conductor-backed coplanar strips at the same time as the conventional bound dominant mode. The frequency range over which both of these modes can propagate simultaneously increases as the strips become wider, and can be quite large even for fairly narrow strips. These new features, which could affect circuit performance significantly, have been derived theoretically and verified by measurements.>

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OpenAlex reports 40 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Contrary to expectations, the authors recently found that a new leaky, dominant mode may be present on conductor-backed coplanar strips at the same time as the conventional bound dominant mode. The frequency range over which both of these modes can propagate simultaneously increases as the strips become wider, and can be quite large even for fairly narrow strips. These new features, which could affect circuit performance significantly, have been derived theoretically and verified by measurements.>

Key concepts: STRIPS, Conductor, Mode (computer interface), Physics, Range (aeronautics), Computer science, Electrical engineering, Optoelectronics

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