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Domain decomposition techniques for boundary elements: application to fluid flow

The sub-domain techniques in the BEM are nowadays finding its place in the toolbox of numerical modellers, especially when dealing with complex 3D problems. We see their main application in conjunction with the classical BEM approach, which is based on a single domain, when part of the domain needs...

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Autores principales: Brebbia, C A, Power, H, Skerget, L
Lenguaje:eng
Publicado: WIT Press 2007
Materias:
Acceso en línea:http://cds.cern.ch/record/2303799
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author Brebbia, C A
Power, H
Skerget, L
author_facet Brebbia, C A
Power, H
Skerget, L
author_sort Brebbia, C A
collection CERN
description The sub-domain techniques in the BEM are nowadays finding its place in the toolbox of numerical modellers, especially when dealing with complex 3D problems. We see their main application in conjunction with the classical BEM approach, which is based on a single domain, when part of the domain needs to be solved using a single domain approach, the classical BEM, and part needs to be solved using a domain approach, BEM subdomain technique. This has usually been done in the past by coupling the BEM with the FEM, however, it is much more efficient to use a combination of the BEM and a BEM sub-domain technique. The advantage arises from the simplicity of coupling the single domain and multi-domain solutions, and from the fact that only one formulation needs to be developed, rather than two separate formulations based on different techniques. There are still possibilities for improving the BEM sub-domain techniques. However, considering the increased interest and research in this approach we believe that BEM sub-domain techniques will become a logical choice in the future substituting the FEM whenever an efficient solution requires coupling of the BEM with a domain technique.
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language eng
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spelling cern-23037992021-04-21T18:54:42Zhttp://cds.cern.ch/record/2303799engBrebbia, C APower, HSkerget, LDomain decomposition techniques for boundary elements: application to fluid flowOther Fields of PhysicsThe sub-domain techniques in the BEM are nowadays finding its place in the toolbox of numerical modellers, especially when dealing with complex 3D problems. We see their main application in conjunction with the classical BEM approach, which is based on a single domain, when part of the domain needs to be solved using a single domain approach, the classical BEM, and part needs to be solved using a domain approach, BEM subdomain technique. This has usually been done in the past by coupling the BEM with the FEM, however, it is much more efficient to use a combination of the BEM and a BEM sub-domain technique. The advantage arises from the simplicity of coupling the single domain and multi-domain solutions, and from the fact that only one formulation needs to be developed, rather than two separate formulations based on different techniques. There are still possibilities for improving the BEM sub-domain techniques. However, considering the increased interest and research in this approach we believe that BEM sub-domain techniques will become a logical choice in the future substituting the FEM whenever an efficient solution requires coupling of the BEM with a domain technique.WIT Pressoai:cds.cern.ch:23037992007
spellingShingle Other Fields of Physics
Brebbia, C A
Power, H
Skerget, L
Domain decomposition techniques for boundary elements: application to fluid flow
title Domain decomposition techniques for boundary elements: application to fluid flow
title_full Domain decomposition techniques for boundary elements: application to fluid flow
title_fullStr Domain decomposition techniques for boundary elements: application to fluid flow
title_full_unstemmed Domain decomposition techniques for boundary elements: application to fluid flow
title_short Domain decomposition techniques for boundary elements: application to fluid flow
title_sort domain decomposition techniques for boundary elements: application to fluid flow
topic Other Fields of Physics
url http://cds.cern.ch/record/2303799
work_keys_str_mv AT brebbiaca domaindecompositiontechniquesforboundaryelementsapplicationtofluidflow
AT powerh domaindecompositiontechniquesforboundaryelementsapplicationtofluidflow
AT skergetl domaindecompositiontechniquesforboundaryelementsapplicationtofluidflow