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A turbulence model for momentum and heat transfer in internal flow of viscous non-Newtonian fluids

机译:粘性非牛顿流体内部流动中动量和热传递的湍流模型

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This paper presents a turbulence model for the internal flow of viscous non-Newtonian liquids. Since the apparent Prandtl numbers of the power law fluids are high, it is found that the laminar sublayer thickness for momentum is different from that for heat transfer. Values and expressions are obtained for the normalised momentum and thermal thicknesses of the laminar sublayer. A theoretical equation is obtained for the friction coefficient as a function of the apparent Reynolds number. An expression for Nusselt number is also obtained as a function of the apparent Reynolds and Prandtl numbers by applying Prantdtl's analogy to viscous non-Newtonian fluids. The friction and heat transfer coefficients predicted by the present theoretical analysis are in good agreement with the experimental data for polymer solutions of concentrations from 0.25 to 2%, and for a wide range of system parameters (10000
机译:本文提出了粘性非牛顿液体内部流动的湍流模型。由于幂律流体的表观普朗特数很高,因此发现动量的层状子层厚度与传热的层状子层厚度不同。获得层状子层的归一化动量和热厚度的值和表达式。获得了作为表观雷诺数的函数的摩擦系数的理论方程。通过将Prantdtl的类推应用于粘性非牛顿流体,还可以得到Nusselt数的表达式,该表达式是视在雷诺数和Prandtl数的函数。通过本理论分析预测的摩擦系数和传热系数与浓度为0.25%至2%的聚合物溶液的实验数据和系统参数范围广泛的实验数据(10000

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