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首页> 外文期刊>Rheologica Acta: An International Journal of Rheology >The Giesekus Fluid in #omega#-D Form for Steady Two-Dimensional Flows Part II. Numerical Simulation
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The Giesekus Fluid in #omega#-D Form for Steady Two-Dimensional Flows Part II. Numerical Simulation

机译:二维平稳流动的#omega#-D形式的Giesekus流体第二部分。数值模拟

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摘要

Numerical results of the simulation of the Giesekus model in #omega #-D form, which has previously been introduced in Part I of this study, are presented. The model has been applied to the flow of a concentrated polymer solution through a planar 3.97:1 contraction. To obtain an accurate fit of the rheological properties of the fluid a four-mode model is used. The predictions of the numerical simulations are directly compared with the experimental results published by Quinzani et al. in 1994. For the velocity fields a good quantitative agreement is reached, especially in the upstream channel. Regarding the shear stress and first normal stress difference, qualitative predictions of the experimental profiles are obtained.
机译:介绍了先前在本研究的第一部分中介绍的#omega#-D形式的Giesekus模型仿真的数值结果。该模型已应用于通过平面3.97:1收缩的浓缩聚合物溶液的流动。为了获得流体流变特性的精确拟合,使用了四模式模型。数值模拟的预测与Quinzani等人发表的实验结果直接进行了比较。在1994年。对于速度场,达成了良好的定量协议,尤其是在上游河道。关于剪应力和第一法向应力差,获得了实验剖面的定性预测。

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