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The Use of Symmetry to Simplify the Integral Equation Method with Application to 6-Sided Circulator Resonators

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2 Author(s)

In this paper it is shown that for planar two-dimensional problems with symmetry, the dimensions of the matrices, which must be inverted to obtain a solution using the integral equation method, can be substantially reduced. For instance, for a three-fold symmetric hexagonal circulator junction with N segments about the periphery, the dimension of matrices to be inverted is reduced to N/3 from the usual N. It is demonstrated that for six-sided resonators with three-fold symmetry, a very good approximation to the equivalent admittance can be obtained with only 12 segments around the periphery, meaning that only 4 X 4 matrices need be inverted.

Published in:

Microwave Theory and Techniques, IEEE Transactions on  (Volume:30 ,  Issue: 8 )

Date of Publication:

Aug. 1982

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