000131046 001__ 131046
000131046 005__ 20181203021416.0
000131046 02470 $$2ISI$$a000263563600008
000131046 037__ $$aARTICLE
000131046 245__ $$aAn iterative domain decomposition algorithm for the grad(div) operator
000131046 260__ $$c2009
000131046 269__ $$a2009
000131046 336__ $$aJournal Articles
000131046 520__ $$aThis paper describes an iterative solution technique for partial differential equations involving the grad(div) operator, based on a domain decomposition. Iterations are performed to solve the solution on the interface. We identify the transmission relationships through the interface. We relate the approach to a Steklov-Poincare operator, and we illustrate the performance of technique through some numerical experiments.
000131046 6531_ $$aDomain decomposition
000131046 6531_ $$agrad(div) operator
000131046 6531_ $$astable approximation
000131046 6531_ $$aiterative substructuring method
000131046 6531_ $$aSteklov-Poincare operator
000131046 700__ $$aAhusborde, Etienne
000131046 700__ $$aAzaiez, Mejdi
000131046 700__ $$0240906$$g104955$$aDeville, Michel O.
000131046 700__ $$aMund, Ernest H.
000131046 773__ $$j5$$tCommunications in Computer Physics$$q391-397
000131046 909C0 $$0252047$$pLIN$$xU10316
000131046 909CO $$particle$$ooai:infoscience.tind.io:131046
000131046 937__ $$aLIN-ARTICLE-2009-015
000131046 973__ $$rREVIEWED$$sPUBLISHED$$aEPFL
000131046 980__ $$aARTICLE