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A technique is presented for the analysis of propagation in a circular waveguide periodically loaded with irises of finite thickness. The propagation constants of the Floquet modes are determined from the classical eigenvalues of a characteristic matrix instead of a nonlinear determinant equation. Numerical results are presented for the TE0n modes and compared with available data. Excellent agreement is documented.
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Amari et al. (1999) studied this question.
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