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Fluid-structure interactions (FSI), that is interactions of some movable or deformable structure with an internal or surrounding fluid flow, are among the most important and, with respect to both modelling and computational issues, the most challenging multi-physics problems. The variety of FSI occurrences is abundant and ranges from tent-roofs to micropumps, from parachutes via airbags to blood flow in arteries. This volume of LNCSE contains a collection of papers presented at the International Workshop on FSI held in October 2005 in Hohenwart and organized by DFG's Research Unit 493 "FSI: Modelling, Simulation, and Optimization". The papers address partitioned and monolithic coupling approaches, methodical issues and applications, and discuss FSI from the mathematical, informatical, and engineering point of view.
Implicit Coupling of Partitioned Fluid-Structure Interaction Solvers using Reduced-Order Models
oomph-lib – An Object-Oriented Multi-Physics Finite-Element Library
Modeling of Fluid-Structure Interactions with the Space-Time Techniques
Extending the Range and Applicability of the Loose Coupling Approach for FSI Simulations
A New Fluid Structure Coupling Method for Airbag OOP
Adaptive Finite Element Approximation of Fluid-Structure Interaction Based on an Eulerian Variational Formulation
A Monolithic FEM/Multigrid Solver for an ALE Formulation of Fluid-Structure Interaction with Applications in Biomechanics
An Implicit Partitioned Method for the Numerical Simulation of Fluid-Structure Interaction
Large Deformation Fluid-Structure Interaction – Advances in ALE Methods and New Fixed Grid Approaches
Fluid-Structure Interaction on Cartesian Grids: Flow Simulation and Coupling Environment
Lattice-Boltzmann Method on Quadtree-Type Grids for Fluid-Structure Interaction
Thin Solids for Fluid-Structure Interaction
Algorithmic Treatment of Shells and Free Form-Membranes in FSI
Experimental Study on a Fluid-Structure Interaction Reference Test Case
Proposal for Numerical Benchmarking of Fluid-Structure Interaction between an Elastic Object and Laminar Incompressible Flow