首页> 外文会议>International Mechanical Engineering Congress and Exposition >NUMERICAL MODELLING OF MINERAL-SLURRY LIKE FLOWS IN A 3D LID- DRIVEN CAVITY USING A FINITE ELEMENT METHOD BASED TOOL
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NUMERICAL MODELLING OF MINERAL-SLURRY LIKE FLOWS IN A 3D LID- DRIVEN CAVITY USING A FINITE ELEMENT METHOD BASED TOOL

机译:基于有限元方法的工具,3D盖子腔中矿渣的数值建模

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A finite element method (FEM) based tool is used in this work to numerically modeling mineral-slurry like flows in a 3D lid-driven cavity. Accordingly, the context in which the referred FEM based tool is being developed is firstly emphasized. Both mathematical and numerical models utilized here are described next. A special emphasis is put on the flow governing equations and the particular FEM weighted residuals approach (Galerkin method) used to solve these equations. Since mineral-slurry flows both featuring relatively low flow velocities and containing large amounts of solid particles can be accounted for as laminar non-Newtonian flows, only laminar flows are discussed here. Indeed both Newtonian and non-Newtonian laminar flows are numerically studied using a 3D lid-driven cavity at two different Reynolds numbers. Two rheological models, power-law and Carreau-Yasuda, are utilized in the non-Newtonian flow simulations. When possible, the numerical results obtained here are compared with other numerical and experimental ones available in open literature. The associated averaged discrepancies from such comparisons are about 1%. The results obtained from the numerical simulations carried out here highlight the usefulness of the FEM based tool used in this work for realistically predicting the behavior of 3D Newtonian and non-Newtonian laminar flows. Multiphase turbulent flows including fluid-particle interaction models will be considered in future developments of this tool such to allow it properly representing the entire mineral-slurry transport phenomenon.
机译:基于有限元方法(FEM)工具在这项工作中用于数量建模的矿物浆料,如在3D盖子驱动的腔中的流动。因此,首先强调开发参考有限元基工具的上下文。接下来描述了这里使用的数学和数值模型。对用于解决这些方程的特定有限元加权残留方法(Galerkin方法)进行了特殊的重点。由于可以算是具有相对低的流速和含有大量固体颗粒的矿物浆料流动,因此只有层状非牛顿流动,这里只讨论了层流。实际上,使用两种不同的雷诺数的3D盖子驱动的腔进行数值研究牛顿和非牛顿层流。两个流变模型,动力法和Carreau-Yasuda,用于非牛顿流量模拟。当可能时,这里获得的数值结果与开放文献中可用的其他数值和实验性的数值进行比较。来自此类比较的相关平均差异约为1%。从这里执行的数值模拟中获得的结果突出了在这项工作中使用的FEM基础工具的有用性,以实际地预测3D牛顿和非牛顿层流的行为。包括流体粒子相互作用模型的多相湍流流动将在该工具的未来发展中考虑,以便允许其适当地代表整个矿物泥浆运输现象。

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