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Numerical Investigation of the Flow Field in Confined Impinging Jets of Non Newtonian Fluids

机译:非牛顿流体局限性撞击喷射中流场的数值研究

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An extensive numerical investigation was carried out to assess the influences of shear-thinning intensity and Reynolds number on the steady flow of power law fluids within an impinging jet cell, and in particular, on the pressure loss and the size and strength of the recirculation region formed along the sloping surfaces of the cell. Some comparisons with experiment are reported. The size and strength of this recirculation increases with Reynolds number and three-dimensional effects due to the finite aspect ratio of the geometry are reported. The end walls are shown to eliminate the recirculation in their vicinity and create a spiralling motion inside the recirculation. Shear-thinning enhances these effects. There is also a linear dependence between the pressure loss coefficient and the Reynolds number studied.
机译:进行了广泛的数值研究,以评估剪切稀释强度和雷诺数对撞击射流细胞内的动力法流体稳定流动的影响,特别是在再循环区域的压力损失和尺寸和强度上沿着细胞的倾斜表面形成。报告了一些与实验的比较。这种再循环的尺寸和强度随着报告的几何形状的有限纵横比而增加了雷诺数和三维效应。末端壁显示为消除其附近的再循环,并在再循环内产生螺旋运动。剪切稀释增强了这些效果。在压力损失系数和研究的雷诺数之间也存在线性依赖性。

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