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A piecewise linear interface-capturing volume-of-fluid method based on unstructured grids

机译:基于非结构化网格的分段线性界面捕获流体体积方法

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A piecewise linear interface calculation (PLIC) technique on triangular unstructured grids is proposed for the volume-of-fluid (VOF) method. For an interface cell, a straight line segment is set to approximate the actual interface by the gradient of the volume fraction function. Three gradient models are discussed, and the results show that the gradient model introduced from the moving particle semi-implicit method is of the highest accuracy. Mass flux is calculated in a Eulerian scheme depending on the relationship between the line segment and each boundary of the cell. It is proved that the combination of geometric and algebraic methods is most precise, because both geometric interface position and algebraic mass conservation are considered. Numerical experiments are conducted on unstructured grids generated by the traditional Delaunay triangulation method and the bubble packing method (BPM), which can produce much more regular triangular cells than the Delaunay method (see Wu and Chen, Numerical Heat Transfer B, vol. 58; pp. 343-369, 2010). Compared with Young's PLIC-VOF, our method is of satisfactory accuracy and sharpness. The deformation errors on the BPM grid are even smaller than those by the PLIC method on a structured grid. In addition, it is observed that the accuracy is higher on the unstructured grid, with better quality.
机译:针对流体体积(VOF)方法,提出了一种在三角非结构网格上的分段线性界面计算(PLIC)技术。对于界面单元,将直线段设置为通过体积分数函数的梯度近似于实际界面。讨论了三个梯度模型,结果表明,从运动粒子半隐式方法引入的梯度模型具有最高的精度。根据线段和单元的每个边界之间的关系,以欧拉方案计算质量通量。事实证明,几何和代数方法的组合是最精确的,因为同时考虑了几何界面位置和代数质量守恒。在通过传统Delaunay三角剖分方法和气泡填充方法(BPM)生成的非结构化网格上进行了数值实验,该网格可以比Delaunay方法生成更多规则的三角形单元(请参见Wu和Chen,数值传热B,第58卷; B。 343-369页,2010年)。与Young的PLIC-VOF相比,我们的方法具有令人满意的准确性和清晰度。 BPM网格上的变形误差甚至比结构化网格上的PLIC方法的变形误差小。此外,可以观察到,非结构化网格的精度更高,质量更好。

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