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Semi-implicit formulation of the immersed finite element method

机译:沉浸式有限元方法的半隐式表示

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The immersed finite element method (IFEM) is a novel numerical approach to solve fluid–structure interaction types of problems that utilizes non-conforming meshing concept. The fluid and the solid domains are represented independently. The original algorithm of the IFEM follows the interpolation process as illustrated in the original immersed boundary method where the fluid velocity and the interaction force are explicitly coupled. However, the original approach presents many numerical difficulties when the fluid and solid physical properties have large mismatches, such as when the density difference is large and when the solid is a very stiff material. Both situations will lead to divergent or unstable solutions if not handled properly. In this paper, we develop a semi-implicit formulation of the IFEM algorithm so that several terms of the interfacial forces are implicitly evaluated without going through the force distribution process. Based on the 2-D and 3-D examples that we study in this paper, we show that the semi-implicit approach is robust and is capable of handling these highly discontinuous physical properties quite well without any numerical difficulties.
机译:浸入式有限元方法(IFEM)是一种新的数值方法,它利用非协调网格概念来解决流体-结构相互作用类型的问题。流体域和固体域分别表示。 IFEM的原始算法遵循插值过程,如原始沉浸边界方法所示,其中流体速度和相互作用力明确耦合。但是,当流体和固体的物理特性存在较大的不匹配时,例如当密度差很大且固体是非常坚硬的材料时,原始方法会带来许多数值上的困难。如果处理不当,两种情况都将导致解决方案分歧或不稳定。在本文中,我们开发了IFEM算法的半隐式表示法,这样就可以隐式评估多个界面力项,而无需经历力的分配过程。基于本文研究的2-D和3-D实例,我们表明半隐式方法是鲁棒的,并且能够很好地处理这些高度不连续的物理特性,而没有任何数值上的困难。

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