SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS

A procedure for solution of the boundary-value problem of screening electromagnetic fields of concentrated sources of electrical and magnetic dipoles by means of homogeneous magnetodielec-tric screens, containing sparse system of spherical fractions with complex permeability and permittivi-ty and co...

Full description

Bibliographic Details
Main Authors: V. T. Erofeenko, V. F. Bondarenko
Format: Article
Language:Russian
Published: The United Institute of Informatics Problems of the National Academy of Sciences of Belarus 2016-10-01
Series:Informatika
Online Access:https://inf.grid.by/jour/article/view/163
id doaj-b2703dd26d4046abb97175fbe45037ee
record_format Article
spelling doaj-b2703dd26d4046abb97175fbe45037ee2021-07-28T21:07:22ZrusThe United Institute of Informatics Problems of the National Academy of Sciences of Belarus Informatika1816-03012016-10-01032843162SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONSV. T. Erofeenko0V. F. Bondarenko1Учреждение БГУ «НИИ прикладных проблем математики и информатики»Учреждение БГУ «НИИ прикладных проблем математики и информатики»A procedure for solution of the boundary-value problem of screening electromagnetic fields of concentrated sources of electrical and magnetic dipoles by means of homogeneous magnetodielec-tric screens, containing sparse system of spherical fractions with complex permeability and permittivi-ty and complex parameters of biisotropy, is developed. The procedure is based on the algorithm of effective material parameters calculation for averaged biisotropic medium equivalent to matrix composite of the screen. The components of the field beyond the screen for composite with fractions from metamaterials and chiral particles are calculated.https://inf.grid.by/jour/article/view/163
collection DOAJ
language Russian
format Article
sources DOAJ
author V. T. Erofeenko
V. F. Bondarenko
spellingShingle V. T. Erofeenko
V. F. Bondarenko
SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS
Informatika
author_facet V. T. Erofeenko
V. F. Bondarenko
author_sort V. T. Erofeenko
title SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS
title_short SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS
title_full SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS
title_fullStr SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS
title_full_unstemmed SCREENING ELECTROMAGNETIC FIELDS BY MEANS OF SCREENS FROM MATRIX COMPOSITES, CONTAINING BIISOTROPIC FRACTIONS
title_sort screening electromagnetic fields by means of screens from matrix composites, containing biisotropic fractions
publisher The United Institute of Informatics Problems of the National Academy of Sciences of Belarus
series Informatika
issn 1816-0301
publishDate 2016-10-01
description A procedure for solution of the boundary-value problem of screening electromagnetic fields of concentrated sources of electrical and magnetic dipoles by means of homogeneous magnetodielec-tric screens, containing sparse system of spherical fractions with complex permeability and permittivi-ty and complex parameters of biisotropy, is developed. The procedure is based on the algorithm of effective material parameters calculation for averaged biisotropic medium equivalent to matrix composite of the screen. The components of the field beyond the screen for composite with fractions from metamaterials and chiral particles are calculated.
url https://inf.grid.by/jour/article/view/163
work_keys_str_mv AT vterofeenko screeningelectromagneticfieldsbymeansofscreensfrommatrixcompositescontainingbiisotropicfractions
AT vfbondarenko screeningelectromagneticfieldsbymeansofscreensfrommatrixcompositescontainingbiisotropicfractions
_version_ 1721263018882367488