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Sensitivity Analysis of fluid-structure interaction problems

机译:流固耦合问题的敏感性分析

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Interactions between solids and fluids(FSI)have been a topic of interest for engineers for many years.The behavior of vessels subject to wave loads,of planes in flight condition as well as submarine or transmission lines are but a few examples. rnIn an attempt to address these problems,the present paper presents a formulation which allows to treat in- teractions between an incompressible flow and a struc- ture undergoing large displacements.We assume exis- tence and unicity of the solution.The interested reader is referred [3],for a mathematical discussion of exis- tence and unicity. rnThe approach to coupling can be addressed in two ways:weakly-coupled methods for which algorithms for structure and fluid are segregated,as is commonly done for simplicity and often because engineers have access to existing structural and fluid codes;and tightly-coupled or monolithic methods,for which the formulation guarantees satisfaction of equilibrium of the interface between the fluid and the solid.The latter has been chosen as it allows for quadratic convergence of Newton’s method. rnThe paper begins with the description of the steady state governing equations for laminar incompressible fluids,hyperelastic solid behaviour,pseudo-solid map- ping and fluid-structure interfaces.The weak forms of the equations are then presented.We proceed with the description of the continuous sensitivity equations for fluid-structure interactions problems.The following sections detail the adaptive finite element procedure for the fluid-structure interaction and sensitivity problems.Results are presented and the paper ends with conclusions and discussions.
机译:固体和流体之间的相互作用(FSI)多年来一直是工程师关注的话题。受波浪载荷作用的船只,处于飞行状态的飞机以及潜艇或输电线路的行为仅是几个例子。为了解决这些问题,本文提出了一种允许处理不可压缩流与大位移结构之间相互作用的公式。我们假设该解决方案的存在和唯一性,感兴趣的读者可以参考。 [3],关于存在和唯一性的数学讨论。 rn耦合方法可以通过两种方式解决:弱耦合方法,用于分离结构和流体的算法,通常是为了简化起见,通常是因为工程师可以访问现有的结构和流体代码;通常是紧密耦合的或整体的;为了保证牛顿法的二次收敛性,选择了后者。 rn本文首先描述了层流不可压缩流体,超弹性固体行为,伪固体映射和流体-结构界面的稳态控制方程。然后介绍了方程的弱形式。用于流固耦合问题的连续灵敏度方程。以下各节详细介绍了流固耦合和灵敏度问题的自适应有限元程序。给出了结果,并在本文的结尾进行了结论和讨论。

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