Resonance frequency of rectangular microstrip antenna on thick substrate

A. K. Verma; Nasimuddin

doi:10.1049/el:20010945

Resonance frequency of rectangular microstrip antenna on thick substrate

A. K. Verma^*, Nasimuddin

^*Corresponding author for this work

Research output: Contribution to journal › Article

10 Citations (Scopus)

Abstract

A modified cavity model to compute the resonance frequency of a rectangular patch antenna on a thick polytetrafluoroethylene substrate (0.037λ_g - 0.229λ_g) with maximum deviation of 2% against experimental results is presented. This accuracy is achieved by accounting for the effect of anisotropy and total losses on the resonance frequency. All other models, including the method of moments (MOM)-based Ensemble, compute resonance frequency with error between 4 and 36%.

Original language	English
Pages (from-to)	1373-1374
Number of pages	2
Journal	Electronics Letters
Volume	37
Issue number	23
DOIs	https://doi.org/10.1049/el:20010945
Publication status	Published - 8 Nov 2001
Externally published	Yes

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title = "Resonance frequency of rectangular microstrip antenna on thick substrate",

abstract = "A modified cavity model to compute the resonance frequency of a rectangular patch antenna on a thick polytetrafluoroethylene substrate (0.037λg - 0.229λg) with maximum deviation of 2{\%} against experimental results is presented. This accuracy is achieved by accounting for the effect of anisotropy and total losses on the resonance frequency. All other models, including the method of moments (MOM)-based Ensemble, compute resonance frequency with error between 4 and 36{\%}.",

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AB - A modified cavity model to compute the resonance frequency of a rectangular patch antenna on a thick polytetrafluoroethylene substrate (0.037λg - 0.229λg) with maximum deviation of 2% against experimental results is presented. This accuracy is achieved by accounting for the effect of anisotropy and total losses on the resonance frequency. All other models, including the method of moments (MOM)-based Ensemble, compute resonance frequency with error between 4 and 36%.

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