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The performance of the μ( I)-rheology model on flat bottom silos discharge

机译:<斜视>μ(<斜斜体> i ) - 平底筒仓放电流变模型

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The aim of this work is to explore the capability of the μ ( I )-rheology model and its numerical implementation in addressing a silo discharge problem by computational simulation. In order to do so, the model was implemented in the general structure of an Eulerian multiphase solver based on the Volume-Of-Fluid (VOF) method of the OpenFOAM(R) suite. First, the implementation is validated against the results of another Lagrangian and Eulerian codes in a two-dimensional discharge problem. After that, the model is tested against the experimental results of a lab-scale and industrial-scale discharge problem. While the results of the first one were satisfactory in terms of discharge rate, for the latter one, the model exhibits disagreements in the flow patterns inside the silo. The study shows the limits of applicability of the standard formulation of the model for real scale silos and sets the ground for further discussion and improvements.
机译:这项工作的目的是探讨μ(i)-Rheology模型的能力及其数值实现通过计算模拟解决筒仓放电问题。 为此,该模型在欧拉多相求解器的一般结构中实现了基于OpenFoam(R)套件的流体体积(VOF)方法。 首先,在二维放电问题中,对另一个拉格朗日和欧拉代码的结果进行验证。 之后,根据实验室规模和工业规模排放问题的实验结果测试模型。 虽然第一个在排放率方面令人满意的结果,但对于后者而言,该模型在筒仓内的流动模式中表现出分歧。 该研究表明了实际规模筒仓模型标准制剂的适用性的限制,并设定了进一步讨论和改进的地面。

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