We present a frequency domain finite difference approach in curvilinear coordinates to the computation of the modes of circular ridged waveguides. The use of a polar mesh allows to avoid staircase approximations of the boundary, providing a very effective and accurate procedure. The proposed approach has been assessed, both in terms of accuracy and effectiveness, against general-purpose software, namely CST Microwave Studio and Ansys HFSS, showing a significant reduction of the computational burden.
Effective Analysis of Ridged Circular Waveguides with a Curvilinear Frequency-Domain Finite-Difference Approach
FANTI, ALESSANDRO;MONTISCI, GIORGIO;MAZZARELLA, GIUSEPPE;CASULA, GIOVANNI ANDREA
2013-01-01
Abstract
We present a frequency domain finite difference approach in curvilinear coordinates to the computation of the modes of circular ridged waveguides. The use of a polar mesh allows to avoid staircase approximations of the boundary, providing a very effective and accurate procedure. The proposed approach has been assessed, both in terms of accuracy and effectiveness, against general-purpose software, namely CST Microwave Studio and Ansys HFSS, showing a significant reduction of the computational burden.
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