Different microstrip line discontinuities on a single field-based equivalent circuit model
Wanchun Tang, Y.L. Chow, Kim Fung Tsang
Abstract
Wanchun Tang, Y.L. Chow, Kim Fung Tsang
Abstract
The method of moments (MoM) solves all microstrip line discontinuities by the joining of segments of different sizes. A single equivalent circuit model may then be constructed to solve many line discontinuities that are related to the joining of half-lines of different widths, provided that the physics behind the MoM is well interpreted. From an existing open-circuit model the paper constructs an alternative open-circuit model that applies to all such line joining discontinuities – for example, the open-circuit itself, step, right-angle bend and T-junction. The maximum error is 1% without the use of any arbitrary constant.
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The method of moments (MoM) solves all microstrip line discontinuities by the joining of segments of different sizes. A single equivalent circuit model may then be constructed to solve many line discontinuities that are related to the joining of half-lines of different widths, provided that the physics behind the MoM is well interpreted. From an existing open-circuit model the paper constructs an alternative open-circuit model that applies to all such line joining discontinuities – for example, the open-circuit itself, step, right-angle bend and T-junction. The maximum error is 1% without the use of any arbitrary constant.
Key concepts: Classification of discontinuities, Microstrip, Line (geometry), Equivalent circuit, Constant (computer programming), Field (mathematics), Computer science, Method of moments (probability theory)