Overview
ABSTRACT
This article briefly presents calculation methods for the numerical simulation of problems involving a coupling between a structure and a fluid. Two classes of coupled problems are distinguished. In the first one, the movements of the system are small, with a description of the interaction fluid/structure in the frequency domain based upon linear equations. In this instance, the calculation methods consist of, on the one hand, a coupling between a finite elements discretization of the structure problem and , on the other, either a finite elements discretization or with boundary elements of the fluid problem. In the second instance, the movements of the system are large and thus requires a description of the fluid/structure interaction in the temporal domain based on possibly non-linear equations. The calculation methods then consist in coupling the calculation codes of fluid dynamics and structures. The techniques of spatial discretization are in this case finite volume methods for the fluid and finite elements for the structure. In order to illustrate the theoretical presentation, application examples of the various methods are provided.
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Jean-François sigrist: Research and development engineer – DCNS
INTRODUCTION
Phenomena linked to fluid/structure mechanical coupling occur, to varying degrees of importance, in any structure in contact with a fluid. This type of multiphysical coupling is encountered in many industrial situations, and the influence it can have on the dynamic behavior of mechanical systems is often significant. Taking into account the effects of fluid/structure coupling therefore becomes a key issue in structural design, particularly in view of the safety requirements associated with their design. The ongoing development of numerical computation techniques and the ever-increasing computing capacity of machines make it possible to implement complex numerical simulations, involving a wide range of couplings. The aim of this article is to provide an introduction to the general numerical methods available to engineers for simulating fluid/structure coupling problems. The variety of physical situations and problems posed by fluid/structure coupling is such that it is difficult to establish a general classification of numerical methods. In this presentation, however, a distinction is made between two broad classes of coupled problems, depending on whether the fluid is stagnant or flowing. The numerical methods presented and discussed in this introductory paper correspond to computational techniques that can be implemented with general-purpose computational tools. In this context, the article does not claim to be exhaustive, as there are as many numerical methods as there are physical situations in fluid/structure coupling. The implementation of a numerical calculation requires a good understanding of the mechanisms governing the physics of the problem under study; in this context, reading general works dedicated to the description and understanding of the fundamental mechanics of fluid/structure coupling is a relevant prerequisite to the presentation of calculation methods. The present article can be seen in its spirit as a complement to the article "Interaction fluide/structure vibrante" proposed by René-Jean Gibert in Techniques de l'Ingénieur
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Numerical methods for coupled fluid/structure calculations
Bibliography
Software tools
CASTEM http://www-cast3m.cea.fr/
Code_Aster, Code_Saturne http://www.code-aster.org/http://research.edf.com/
Websites
Fluid-structure interaction research group http://www.univ-lille1.fr/gdr-ifs/
Wikipedia http://fr.wikipedia.org/wiki/Interaction_fluide-structure
Events
International workshop on fluid-structure interaction: theory, numerics and applications http://www.mathematik.uni-kassel.de/FSI2008/
International conference on flow-induced vibrations http://www.it.cas.cz/fiv2008/
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Manufacturers – Suppliers – Distributors (non-exhaustive list)
ADINA http://www.adina.com/fluid-structure-interaction.shtml
ANSYS http://www.ansys.com/
Scientific journals
Mechanics & Industries http://www.mecanique-industries.org/
European Journal of Numerical Mechanics http://reef.e-revues.com/
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