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Direct Numerical Simulation of Complex Multi-Fluid Flows Using a Combined Volume of Fluid and Immersed Boundary Method

机译:用流体和浸没边界法组合体积对复杂多流体流动的直接数值模拟

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摘要

In this paper a simulation model is presented for the Direct Numerical Simulation (DNS) of complex multi-fluid flows in which simultaneously (moving) deformable (drops or bubbles) and non-deformable (moving) elements (particles) are present, possibly with the additional presence of free surfaces. Our model combines the VOF model developed by van Sint Annaland et al. (2005) and the Immersed Boundary (IB) model developed by van der Hoef et al. (2006). The Volume of Fluid (VOF) part features i) an interface reconstruction technique based on piecewise linear interface representation ii) a three-dimensional version of the CSF model of Brackbill et al. (1992). The Immersed Boundary (IB) part incorporates both particle-fluid and particle-particle interaction via a Direct Forcing Method (DFM) and a hard sphere Discrete Particle (DP) approach. In our model a fixed (Eulerian) grid is utilized to solve the Navier-Stokes equations for the entire computational domain. The no-slip condition at the surface of the moving particles is enforced via a momentum source term which only acts in the vicinity of the particle surface. For the enforcement of the no-slip condition Lagrangian force points are used which are distributed evenly over the surface of the particle. Dissipative particle-particle and/or particle-wall collisions are accounted via a hard sphere DP approach (Hoomans et al., 1996) using a three-parameter particle-particle interaction model accounting for normal and tangential restitution and tangential friction. The capabilities of the hybrid VOF-IB model are demonstrated with a number of examples in which complex topological changes in the interface are encountered.
机译:本文提出了一种用于复杂多流体流直接数值模拟(DNS)的仿真模型,其中同时存在(移动)可变形(滴或气泡)和不可变形(移动)元素(粒子),可能存在自由表面的额外存在。我们的模型结合了van Sint Annaland等人开发的VOF模型。 (2005年)和范德霍夫等人开发的浸入边界(IB)模型。 (2006)。流体体积(VOF)部分具有以下特点:i)基于分段线性界面表示的界面重构技术; ii)Brackbill等人的CSF模型的三维版本。 (1992)。浸入边界(IB)部分通过直接强迫方法(DFM)和硬球离散颗粒(DP)方法结合了颗粒-流体和颗粒-颗粒之间的相互作用。在我们的模型中,使用固定(欧拉)网格来求解整个计算域的Navier-Stokes方程。通过仅作用于粒子表面附近的动量源项来强制移动粒子表面的防滑状态。为了实施防滑条件,使用了拉格朗日力点,这些力点均匀地分布在粒子表面上。耗散的颗粒间和/或壁间的碰撞是通过硬球体DP方法(Hoomans等,1996)使用三参数颗粒间相互作用模型解决的,该模型考虑了法向和切向复原以及切向摩擦。混合VOF-IB模型的功能通过许多示例进行了演示,这些示例在界面中遇到了复杂的拓扑变化。

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