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Accelerated numerical simulations of a heaving floating body by coupling a motion solver with a two-phase fluid solver

机译:通过将运动解算器与两相流体解算器耦合来进行沉浮浮体的加速数值模拟

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This paper presents a study on the coupling between a fluid solver and a motion solver to perform fluid-structure interaction (FSI) simulations of floating bodies such as point absorber wave energy converters heaving under wave loading. The two-phase fluid solver with dynamic mesh handling, interDyMFoam, is a part of the Computational Fluid Dynamics (CFD) toolbox OpenFOAM. The incompressible Navier-Stokes (NS) equations are solved together with a conservation equation for the Volume of Fluid (VoF). The motion solver is computing the kinematic body motion induced by the fluid flow. A coupling algorithm is needed between the fluid solver and the motion solver to obtain a converged solution between the hydrodynamic flow field around and the kinematic motion of the body during each time step in the transient simulation. For body geometries with a significant added mass effect, simple coupling algorithms show slow convergence or even instabilities. In this paper, we identify the mechanism for the numerical instability and we derive an accelerated coupling algorithm (based on a Jacobian) to enhance the convergence speed between the fluid and motion solver. Secondly, we illustrate the coupling algorithm by presenting a free decay test of a heaving wave energy converter. Thirdly and most challenging, a water impact test of a free falling wedge with a significant added mass effect is successfully simulated. For both test cases, the numerical results obtained by using the accelerated coupling algorithm are in a very good agreement with the experimental measurements. (C) 2018 Elsevier Ltd. All rights reserved.
机译:本文提出了一种对流体求解器和运动求解器之间的耦合进行研究的方法,以执行浮体(例如在波浪载荷下升沉的点吸收器波能转换器)的流固耦合(FSI)模拟。具有动态网格处理功能的两相流体求解器interDyMFoam是计算流体动力学(CFD)工具箱OpenFOAM的一部分。不可压缩的Navier-Stokes(NS)方程与流体体积(VoF)的守恒方程一起求解。运动求解器正在计算由流体流引起的运动学身体运动。在瞬态模拟的每个时间步中,流体求解器和运动求解器之间都需要一种耦合算法,以获取周围流体动力流场与人体运动运动之间的收敛解。对于具有重大附加质量效应的几何体,简单的耦合算法显示出缓慢的收敛甚至不稳定。在本文中,我们确定了数值不稳定的机理,并推导了一种加速耦合算法(基于Jacobian),以提高流体和运动求解器之间的收敛速度。其次,我们通过提出波动波能量转换器的自由衰减测试来说明耦合算法。第三,也是最具挑战性的,成功模拟了自由落体楔的水冲击试验,该试验具有明显的附加质量效应。对于这两个测试案例,使用加速耦合算法获得的数值结果与实验测量值非常吻合。 (C)2018 Elsevier Ltd.保留所有权利。

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