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Combined functional and geometrical decompositions for multiphysics problems with application to fluid-structure interaction

机译:用于流体结构相互作用的多体问题问题的函数和几何分解

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This paper presents an efficient parallel-distributed methodology for solving multiphysics problems. A functional decomposition of the global problem is used first followed by the classical geometrical decomposition. Several technical details are presented for more clarity and for easing its implementation. All the techniques discussed in this paper are illustrated for a CFD-based aeroelasticity simulation. A thorough performance study is shown with simulation results for the aeroelastic AGARD 445.6 and the turbulent flow over the ONERA M6 wing.
机译:本文介绍了一种有效的并行分布式方法,用于解决多体问题问题。首先使用全局问题的功能分解,然后使用经典几何分解。提供了几种技术细节,以获取更多透明度,并宽松实现其实施。本文讨论的所有技术都被示出为基于CFD的空气弹性模拟。彻底的性能研究显示了空气弹性agard 445.6的仿真结果,以及Onera M6翼的湍流。

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