The application of matrix iterative analysis to the solution of waveguide discontinuity problems is discussed. It is concluded that the “Gauss-Seidel” or “point-single-step” method offers several advantages over more conventional invertive procedures, particularly in the speed of execution. Two examples are presented as illustrations: analysis of an H-plane discontinuity in a rectangular waveguide and conversion from TE11to TM11modes at an abrupt discontinuity in a circular waveguide. The latter results are shown to be in good agreement with measured values obtained in a previous investigation.
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Cole et al. (1967) studied this question.
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