Formulation of some self-consistent tasks of radio electronics


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Abstract

The self-consistent problem of electromagnetism is defined as a closed mathematical cycle in which the primary sources of the electromagnetic field are corrected by the inverse effect of secondary sources arising from them as a result of the interaction of the radiation field with the surrounding medium. In a stationary state such a cycle is described by a homogeneous boundary value problem either on the differential, or integral, or integro-differential equations, that is, the eigenfunction and eigenvalue problem. Four most widespread variants of self-consistent boundary value problems are formulated.

About the authors

K.I. Kisilenko

Нижегородский государственный технический университет им. Р.Е. Алексеева

Author for correspondence.
Email: physics@nntu.ru

G.S. Malyshev

Нижегородский государственный технический университет им. Р.Е. Алексеева

Email: okbm@okbm.nnov.ru

A.S. Raevsky

Нижегородский государственный технический университет им. Р.Е. Алексеева

Email: physics@nntu.ru

S.B. Raevsky

Нижегородский государственный технический университет им. Р.Е. Алексеева

Email: raevsky@nntu.ru

References


Copyright (c) 2018 Kisilenko K., Malyshev G., Raevsky A., Raevsky S.

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This work is licensed under a Creative Commons Attribution 4.0 International License.

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