ПРИБЛИЖЕННЫЕ ГРАНИЧНЫЕ УСЛОВИЯ И КОЭФФИЦИЕНТЫ ЭКРАНИРОВАНИЯ ТОНКИХ ПРОВОДЯЩИХ ОБОЛОЧЕК

N.N.  Bondina; K.I. Zhivankov; V.M.  Mykhailov

No. 3 (2012), Theoretical Electrical Engineering and Electrophysics

No. 3 (2012)

Theoretical Electrical Engineering and Electrophysics

APPROXIMATE BOUNDARY CONDITIONS AND SCREEN COEFFICIENTS OF THIN CONDUCTIVE SHELLS

Published 2012-04-05

N.N. Bondina⁺⁻
K.I. Zhivankov⁺⁻
V.M. Mykhailov⁺⁻

N.N. Bondina

National technical university "Kharkiv polytechnic institute”, Frunze str., 21, Kharkiv, 61002, Ukraine

K.I. Zhivankov

National technical university "Kharkiv polytechnic institute”, Frunze str., 21, Kharkiv, 61002, Ukraine

V.M. Mykhailov

National technical university "Kharkiv polytechnic institute”, Frunze str., 21, Kharkiv, 61002, Ukraine

ARTICLE_4_PDF (Українська)

Keywords

electromagnetic fields
boundary conditions
conductive layer
screen coefficient электромагнитное поле
граничные условия
проводящий слой
коэффициент экранирования

How to Cite

[1]

Bondina, N. et al. 2012. APPROXIMATE BOUNDARY CONDITIONS AND SCREEN COEFFICIENTS OF THIN CONDUCTIVE SHELLS . Tekhnichna Elektrodynamika. 3 (Apr. 2012), 013.

Abstract

Boundary conditions for tangential components of electromagnetic field strengths on thin conductive layer surfaces are obtained depending on current distribution approximation in thickness of it. Uniform, linear and plane wave current distribution approximations are considerated. The errors of the approximations are estimated by way of calcidation of spherical and cylindrical screen coefficients. References 4, figures 2.

ARTICLE_4_PDF (Українська)

References

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Kaden G. Electromagnetic screens in high frequency engineering and electric communication. - Moskva-Leningrad: GEL 1957.-328 p. (Rus)

Mikhailov V.M. Initial relations and approximate boundary conditions for calculation of field in systems with thin layers // Elektrichestvo. - 2007. - № 3. - Pp. 49-55. (Rus)

Tseitlin L.A. About calculation of magnetic and electric fields of thin layers and shells // Zhurnal tekhnicheskoi fiziki. - 1958. -№ 6 -Pp. 1326-1329. (Rus)