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In this work, we present an adaptive finite element method for the numerical simulation of fluid-structure interaction problems. The coupled system is formulated in a variational monolithic Arbitrary Lagrangian Eulerian framework. We derive methods for goal-oriented error estimation and mesh adaptation with the dual weighted residual method. Key to this error estimator is a Petrov-Galerkin approach for deriving the variational formulation of the coupled system. The developed method is applied to two and three dimensional stationary benchmark problems to demonstrate its efficiency.
|Date Deposited:||12. Jul 2011 07:54|
|Faculties / Institutes:||The Faculty of Mathematics and Computer Science > Department of Applied Mathematics|
|Uncontrolled Keywords:||Finite Elemente , Adaptivität , Fluid-Struktur Wechselwirkungsproblemefinite elements , fluid-structure interaction , error estimation , goal oriented|