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Numerical study of Dean vortices in developing Newtonian and viscoelastic flows through a curved duct of square cross-section

机译:牛顿涡在发展中的数值研究和粘弹性流经方形截面弯管的数值研究

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This study is devoted to the three-dimensional numerical simulation of developing secondary flows of Newtonian and viscoelastic fluids through a curved duct of square cross-section. The Phan-Thien-Tanner (PT-F) model is used to represent viscoelastic effects. The numerical method uses a finite volume discretization with a staggered grid, and the equations are written in general orthogonal coordinates. The numerical simulations produced for 3 different Dean numbers (125, 137 and 150) show clearly the presence of two steady Dean cells and the upstream development of a four-cell pattern when the centrifugal forces become significant. The comparison between Newtonian and PTT flows shows that the transition from twin-cells to four-cells is anticipated for the viscoelastic fluid.
机译:这项研究致力于通过牛顿和粘弹性流体通过方形横截面弯曲管道的二次流的三维数值模拟。 Phan-Thien-Tanner(PT-F)模型用于表示粘弹性效应。数值方法使用具有交错网格的有限体积离散化,并且方程式以一般的正交坐标表示。对3个不同的Dean数(125、137和150)进行的数值模拟清楚地表明,当离心力变得很大时,将存在两个稳定的Dean细胞,并向上游形成四细胞模式。牛顿流与PTT流之间的比较表明,对于粘弹性流体,预计会从双孔向四孔过渡。

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