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Laminar flow in three-dimensional square-square expansions

机译:三维正方形正方形扩展中的层流

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In this work we investigate the three-dimensional laminar flow of Newtonian and viscoelastic fluids through square-square expansions. The experimental results obtained in this simple geometry provide useful data for benchmarking purposes in complex three-dimensional flows. Visualizations of the flow patterns were performed using streak photography, the velocity field of the flow was measured in detail using particle image velocimetry and additionally, pressure drop measurements were carried out. The Newtonian fluid flow was investigated for the expansion ratios of 1:2.4, 1:4 and 1:8 and the experimental results were compared with numerical predictions. For all expansion ratios studied, a corner vortex is observed downstream of the expansion and an increase of the flow inertia leads to an enhancement of the vortex size. Good agreement is found between experimental and numerical results. The flow of the two non-Newtonian fluids was investigated experimentally for expansion ratios of 1:2.4, 1:4, 1:8 and 1:12, and compared with numerical simulations using the Oldroyd-B, FENE-MCR and sPTT constitutive equations. For both the Boger and shear-thinning viscoelastic fluids, a corner vortex appears downstream of the expansion, which decreases in size and strength when the elasticity of the flow is increased. For all fluids and expansion ratios studied, the recirculations that are formed downstream of the square-square expansion exhibit a three-dimensional structure evidenced by a helical flow, which is also predicted in the numerical simulations.
机译:在这项工作中,我们研究牛顿流体和粘弹性流体的三维层流通过平方平方展开。在这种简单的几何形状中获得的实验结果为在复杂的三维流中进行基准测试提供了有用的数据。使用条纹摄影进行流动模式的可视化,使用粒子图像测速仪详细测量流动的速度场,此外,还进行压降测量。以1:2.4、1:4和1:8的膨胀比研究了牛顿流体流动,并将实验结果与数值预测进行了比较。对于所研究的所有膨胀率,在膨胀的下游都观察到一个角涡,并且流动惯性的增加导致涡尺寸的增大。实验和数值结果之间找到了很好的一致性。实验研究了两种非牛顿流体的流动,其膨胀比为1:2.4、1:4、1:8和1:12,并与使用Oldroyd-B,FENE-MCR和sPTT本构方程的数值模拟进行了比较。对于Boger和剪切稀化的粘弹性流体,拐角涡流均出现在膨胀的下游,当流动弹性增大时,涡旋的大小和强度会减小。对于所研究的所有流体和膨胀比,在正方形-正方形膨胀的下游形成的再循环均显示出三维结构,该结构由螺旋流证明,这也在数值模拟中得到了预测。

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