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The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations

The present report is devoted to the solution of a problem of conductor in surroundings of a dielectric. The mathematical model - a set of equations describing conditions on the boundary of the dielectric and conductor is presented according to a physical analog. The method is illustrated by an exam...

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Detalles Bibliográficos
Autores principales: Shafranov, M D, Topuriya, T P
Lenguaje:rus
Publicado: 2002
Materias:
XX
Acceso en línea:http://cds.cern.ch/record/747649
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author Shafranov, M D
Topuriya, T P
author_facet Shafranov, M D
Topuriya, T P
author_sort Shafranov, M D
collection CERN
description The present report is devoted to the solution of a problem of conductor in surroundings of a dielectric. The mathematical model - a set of equations describing conditions on the boundary of the dielectric and conductor is presented according to a physical analog. The method is illustrated by an example of the solution of the problem by the way of a digital simulation on the basis of several variants of the physical model. On contrast to our previous publications the way of finding allocations not only electric fields but also potentials is considered. The method is supposed to be used for simulation of electric fields of the detector ZEPLIN III on search for corpuscular 'dark matter'
id cern-747649
institution Organización Europea para la Investigación Nuclear
language rus
publishDate 2002
record_format invenio
spelling cern-7476492019-09-30T06:29:59Zhttp://cds.cern.ch/record/747649rusShafranov, M DTopuriya, T PThe charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equationsXXThe present report is devoted to the solution of a problem of conductor in surroundings of a dielectric. The mathematical model - a set of equations describing conditions on the boundary of the dielectric and conductor is presented according to a physical analog. The method is illustrated by an example of the solution of the problem by the way of a digital simulation on the basis of several variants of the physical model. On contrast to our previous publications the way of finding allocations not only electric fields but also potentials is considered. The method is supposed to be used for simulation of electric fields of the detector ZEPLIN III on search for corpuscular 'dark matter'oai:cds.cern.ch:7476492002
spellingShingle XX
Shafranov, M D
Topuriya, T P
The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
title The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
title_full The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
title_fullStr The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
title_full_unstemmed The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
title_short The charged conductor inside dielectric. Solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
title_sort charged conductor inside dielectric. solution of the boundary condition by means of auxiliary charges and the method of linear algebraic equations
topic XX
url http://cds.cern.ch/record/747649
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