Method of collocations in the self-consistent problem of radiation from a round hole in a conducting screen

K.I. Kisilenko; Кисиленко К.И.; G.S. Malyshev; Малышев Г.С.; A.S. Raevsky; Раевский А.С.; S.B. Raevsky; Раевский С.Б.

Method of collocations in the self-consistent problem of radiation from a round hole in a conducting screen

Authors: Kisilenko K.¹, Malyshev G.¹, Raevsky A.¹, Raevsky S.¹
Affiliations:
1. Нижегородский государственный технический университет им. Р.Е. Алексеева
Issue: Vol 21, No 3 (2018)
Pages: 73-80
Section: Articles
URL: https://journals.ssau.ru/pwp/article/view/7021
ID: 7021

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Abstract

The formulation of a self-consistent problem of radiation from an aperture in a conducting screen is considered. The problem reduces to a system of homogeneous integral equations, that is, we formulate a homogeneous boundary value problem for eigenfunctions and eigenvalues, which is solved by the collocation method. A procedure is proposed for implementing the latter in application to asymmetric and symmetric radiation fields.