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Numerical Modelling of Free-Surface Flow-Porous Media Interaction Using Divergence-Free Moving Particle Semi-Implicit Method

机译:无散度运动粒子半隐式方法模拟自由表面流-多孔介质相互作用

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摘要

A divergence-free moving particle semi-implicit method is introduced for free-surface flow through porous media. Numerical incompressibility is conserved by solving additional pressure Poisson equation (PPE). Depending on current particle coordinates, a porosity-based factor is introduced to incorporate the effect of solid volume inside the porous domain. A hybrid formulation containing specified boundary condition and PPE is utilized on free-surface particles. The current framework is tested for four different problems. The first problem shows the effect of the proposed factor in vertical flow through a rectangular porous block and its representative volume change for different phases. Second and third problems validate the numerical model for dam break through a rectangular block of homogeneous porous media. In the fourth problem, flow through a trapezoidal porous block consisting of different porous media with variable effective porosity and permeability is simulated.
机译:针对流经多孔介质的自由表面流动,引入了无散度的移动粒子半隐式方法。通过求解附加压力泊松方程(PPE),可以保持数值不可压缩性。根据当前的粒子坐标,引入了基于孔隙度的因子,以合并多孔区域内部的固体体积效应。包含指定边界条件和PPE的混合配方用于自由表面颗粒。当前框架已针对四个不同问题进行了测试。第一个问题表明了拟议因素对通过矩形多孔块的垂直流动的影响及其在不同阶段的代表性体积变化。第二个和第三个问题验证了通过均质多孔介质的矩形块溃坝的数值模型。在第四个问题中,模拟了由具有不同有效孔隙率和渗透率的不同多孔介质组成的梯形多孔块的流动。

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