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A modified two-fluid model of turbid density current based on effective drag coefficient

机译:基于有效阻力系数的改进的两流体混浊电流模型

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The two phase numerical models applied for resolving turbid density current have developed recently, while the inter phase forces of the usual two-fluid model only include the viscous drag. Based on the analysis of the motion and forces of a small single particle (dp=0.01mm∼0.09mm) in the uniform flow field obtained from the dynamic equation, it was found that the proportion of the Basset force was 7.3%∼25.6%. Therefore it was necessary to include the Basset force in the usual two-fluid model when it was applied to simulate the turbid density current containing fine sediment. Here, the effective drag including the Basset force and the viscous drag was proposed, and the formulas of the effective drag coefficient CT was obtained which contained Reynolds number and Archimedes number. Then, the modified two-fluid model was applied to simulate the turbid density current in a glass tank. It showed that the maximum head thickness got from the modified model were more close to the experiment.
机译:最近已经开发出用于解决浑浊密度电流的两相数值模型,而通常的两流体模型的相间力仅包括粘性阻力。通过对由动力学方程得到的均匀流场中的小单个粒子(d p = 0.01mm〜0.09mm)的运动和作用力的分析,发现巴塞特力为7.3%〜25.6%。因此,当将巴塞特力应用到模拟含细沉积物的浊流密度时,有必要将巴塞特力包括在通常的两流体模型中。在此,提出了包括贝塞特力和粘性阻力的有效阻力,并获得了包含雷诺数和阿基米德数的有效阻力系数C T 的公式。然后,应用改进的双流体模型来模拟玻璃罐中的浑浊密度电流。结果表明,改进后的模型获得的最大杆头厚度与实验更加接近。

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