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Главная / Номера журналов /№ 03, 2017

Engineering
SOLUTION OF ONE-DIMENSIONAL INHOMOGENEOUS BOUNDARY VALUE PROBLEMOF THE ELECTROMAGNETIC FIELD IN GENERAL
Popova O.B. 2, Popov B.K. 1, Ustimenko Yu.N. 3

1. Kuban State Technological University
2. Kuban State Technological University
3. Kuban State Technological University

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Резюме:

The influence of the dimensions of the inhomogeneity of the medium on the values of the secondary sources of the magnetic field is analyzed. The problem considered is solved by the Fourier method in the more general case. In the solution it was found out that it is sufficient to know the geometric relations of the ferromagnetic and non-ferromagnetic regions. It is shown that the formulas given in the literature for determining the values of the secondary field sources are obtained as a special case with the corresponding ratio of the ferromagnetic and non-ferromagnetic regions.

Keywords: electromagnetic field, finite element method, Fourier method, Fourier series

Reference

Popova O.B. 2, Popov B.K. 1, Ustimenko Yu.N. 3 SOLUTION OF ONE-DIMENSIONAL INHOMOGENEOUS BOUNDARY VALUE PROBLEMOF THE ELECTROMAGNETIC FIELD IN GENERAL // Вестник студенческой науки кафедры информационных систем и программирования. – 2017. – № 03;
URL: vsn.esrae.ru/3-13 (Date Access: 29.06.2025).

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