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Integral Equation Method for Calculating Irregular Waveguides Using the Generalized Lorentz Lemma
A method for solving boundary value problems for irregular waveguides that combines the generalized Lorentz lemma with a collocation technique is proposed. The method allows one to reduce boundary value problems to systems of integro-differential equations, which are algebraized by identifying collo...
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Published in: | Journal of communications technology & electronics 2019-11, Vol.64 (11), p.1188-1195 |
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container_title | Journal of communications technology & electronics |
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creator | Raevskii, A. S. Raevskii, S. B. Sedakov, A. Yu Titarenko, A. A. |
description | A method for solving boundary value problems for irregular waveguides that combines the generalized Lorentz lemma with a collocation technique is proposed. The method allows one to reduce boundary value problems to systems of integro-differential equations, which are algebraized by identifying collocation points with the points of localization of auxiliary sources. |
doi_str_mv | 10.1134/S1064226919110226 |
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subjects | Analysis Boundary value problems Collocation Communications Engineering Differential equations Electrodynamics and Wave Propagation Engineering Integral equations Methods Networks Waveguides |
title | Integral Equation Method for Calculating Irregular Waveguides Using the Generalized Lorentz Lemma |
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