Publication | Open Access
Coupling strategies for biomedical fluid–structure interaction problems
126
Citations
22
References
2009
Year
Numerical AnalysisEngineeringMultiscale MechanicsFluid MechanicsMechanical EngineeringStructure InteractionBiomedical EngineeringMechanics ModelingMechanicsBiomechanicsDeformation ModelingBiofluid DynamicBiophysicsImportant Fsi SchemesFsi SchemesMechanical ModelingHydromechanicsMaterial MechanicsMonolithic SchemeFinite Element MethodFluid-structure InteractionFluid-solid InteractionStructural Mechanics
Coupling lightweight, thin‑walled structures to incompressible fluids is a common biomechanical challenge, with many FSI solution schemes offering varying costs and benefits. This study compares the most important FSI schemes for biomechanical problems, specifically fixed‑point and block‑preconditioned monolithic approaches. Using a simplified benchmark and two patient‑specific examples, the authors evaluate the numerical behavior of these schemes to assess their effectiveness. The monolithic scheme proved to be much more efficient than the partitioned schemes in biomechanical applications. © 2009 John Wiley & Sons, Ltd.
Abstract The coupling of lightweight and often thin‐walled structures to fluids in an incompressible regime is a recurring theme in biomechanics. There are many fluid–structure interaction (FSI) solution schemes to address these kinds of problem, each one with its costs and benefits. Here, we attempt a comparison of the most important FSI schemes in the context of biomechanical problems, that is a comparison of different fixed‐point schemes and a block preconditioned monolithic scheme. The emphasis of this study is on the numerical behavior of these FSI schemes to gain an understanding of their effectiveness in comparison with each other. To this end a simplified benchmark problem is studied to show its applicability for more involved biomechanical problems. Two such examples with patient‐specific geometries are also discussed. The monolithic scheme proved to be much more efficient than the partitioned schemes in biomechanical problems. Copyright © 2009 John Wiley & Sons, Ltd.
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