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Fully Coupled Fluid-Structure Interaction Model Based on Distributed Lagrange Multiplier/Fictitious Domain Method

机译:基于分布式拉格朗日倍增器/虚拟域法的完全耦合流体结构交互模型

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This paper, with a finite element method, studies the interaction of a coupled incompressible fluid-rigid structure system with a free surface subjected to external wave excitations. With this fully coupled model, the rigid structure is taken as "fictitious" fluid with zero strain rate. Both fluid and structure are described by velocity and pressure. The whole domain, including fluid region and structure region, is modeled by the incompressible Navier-Stokes equations which are discretized with fixed Eulerian mesh. However, to keep the structure's rigid body shape and behavior, a rigid body constraint is enforced on the "fictitious" fluid domain by use of the Distributed Lagrange Multiplier/Fictitious Domain (DLM/FD) method which is originally introduced to solve particulate flow problems by Glowinski et al. For the verification of the model presented herein, a 2D numerical wave tank is established to simulate small amplitude wave propagations, and then numerical results are compared with analytical solutions. Finally, a 2D example of fluid-structure interaction under wave dynamic forces provides convincing evidences for the method excellent solution quality and fidelity.
机译:本文采用有限元方法,研究耦合的不可压缩流体 - 刚性结构系统与外部波激发的自由表面的相互作用。利用这种完全耦合模型,刚性结构被视为具有零应变率的“虚拟”流体。通过速度和压力来描述流体和结构。包括流体区域和结构区域的整个结构域由不可压缩的Navier-Stokes方程式建模,该方程与固定的欧拉网分离散化。然而,为了保持结构的刚体形状和行为,通过使用原始引入的分布式拉格朗日乘法器/虚拟结构域(DLM / FD)方法对“虚拟”流体域执行刚体约束,其最初引入若干颗粒流量问题由Glowinski等。为了验证本文所呈现的模型,建立了2D数值波罐以模拟小幅度波传播,然后将数值结果与分析解决方案进行比较。最后,波动动力力下的流体结构相互作用的2D示例为方法提供了令人信服的证据,以实现优异的解决方案质量和保真度。

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