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Use of mesh adaptivity in simulation of flow in packed beds - A case study

机译:网格自适应在模拟填充床流动中的应用-案例研究

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Computational modelling of transport phenomena in packed beds is of interest in a wide range of engineering applications. We simulate flow in packed beds with similar conditions to heap leaching processes. The governing equations are the conservation of mass and Darcy's law. The primary variables are pressure and saturation. To discretize the governing equation, a control volume finite element method is used. The numerical scheme is implemented in Fluidity, a general purpose flow simulator that is equipped with anisotropic mesh adaptivity techniques to control local solution errors and increase computational accuracy. We demonstrate the application of the developed method to solve for incompressible flow of air and liquid within packed beds of mono-dispersed non-porous particles and compare our results with experimental measurements by Ilankoon and Neethling (2012). To study the effect of heterogeneity on flow regime in packed beds, an experiment is conducted on a packed bed consisting of two regions with different particle sizes. The non-uniform packed bed is also simulated numerically and our comparison shows very good agreement. Mesh adaptivity resolves saturation fronts in two regions of the column with high-resolution meshes and reduces the discretization error. This study serves as a validation for our numerical approach for prediction of hydrodynamics of heap leaching processes at large scales.
机译:填充床中运输现象的计算模型在广泛的工程应用中受到关注。我们在与堆浸过程相似的条件下模拟填充床中的流动。控制方程是质量守恒和达西定律。主要变量是压力和饱和度。为了离散控制方程,使用了控制体积有限元方法。数值方案在“流动性”中实现,流动性是一种通用流动模拟器,配备有各向异性网格自适应技术,可以控制局部求解误差并提高计算精度。我们证明了该开发方法的应用在解决单分散无孔颗粒填充床中空气和液体的不可压缩流动方面,并将我们的结果与Ilankoon和Neethling(2012)的实验测量结果进行了比较。为了研究填充床中非均质性对流动状态的影响,在填充床中进行了一个实验,该填充床由两个粒径不同的区域组成。还对非均匀填充床进行了数值模拟,我们的比较显示出很好的一致性。网格自适应性可通过高分辨率网格解决色谱柱两个区域中的饱和峰,并减少离散化误差。这项研究为我们用于大规模预测堆浸过程水动力的数值方法提供了验证。

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