Analysis of inclined microstrip patch antenna using enhanced FDTD equations

K. P. Esselle; M. Foroughipour

doi:10.1049/el:19990578

Analysis of inclined microstrip patch antenna using enhanced FDTD equations

K. P. Esselle^*, M. Foroughipour

^*Corresponding author for this work

Department of Physics and Astronomy

Research output: Contribution to journal › Article › peer-review

8 Citations (Scopus)

Abstract

Using the enhanced FDTD equations for diagonal metal edges, a rectangular microstrip patch, inclined to the grid by 45°, has been analyzed. The enhanced equations give extremely accurate results even with a coarse grid. The accuracy of the first resonance frequency obtained using the enhanced equations was 1.1%. compared to 7.1 and 3.5% using the staircase and split-cell models, respectively.

Original language	English
Pages (from-to)	853-854
Number of pages	2
Journal	Electronics Letters
Volume	35
Issue number	11
DOIs	https://doi.org/10.1049/el:19990578
Publication status	Published - 27 May 1999

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title = "Analysis of inclined microstrip patch antenna using enhanced FDTD equations",

abstract = "Using the enhanced FDTD equations for diagonal metal edges, a rectangular microstrip patch, inclined to the grid by 45°, has been analyzed. The enhanced equations give extremely accurate results even with a coarse grid. The accuracy of the first resonance frequency obtained using the enhanced equations was 1.1%. compared to 7.1 and 3.5% using the staircase and split-cell models, respectively.",

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N2 - Using the enhanced FDTD equations for diagonal metal edges, a rectangular microstrip patch, inclined to the grid by 45°, has been analyzed. The enhanced equations give extremely accurate results even with a coarse grid. The accuracy of the first resonance frequency obtained using the enhanced equations was 1.1%. compared to 7.1 and 3.5% using the staircase and split-cell models, respectively.

AB - Using the enhanced FDTD equations for diagonal metal edges, a rectangular microstrip patch, inclined to the grid by 45°, has been analyzed. The enhanced equations give extremely accurate results even with a coarse grid. The accuracy of the first resonance frequency obtained using the enhanced equations was 1.1%. compared to 7.1 and 3.5% using the staircase and split-cell models, respectively.

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