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Sudden expansions in circular microchannels: flow dynamics and pressure drop

机译:圆形微通道中的突然膨胀:流动动力学和压降

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Micro particle shadow velocimetry is used to study the flow of water through microcircular sudden expansions of ratios e = 1.51 and e = 1.96 for inlet Reynolds numbers Re_d < 120. Such flows give rise to annular vortices, trapped downstream of the expansions. The dependency of the vortex length on the Reynolds number Re_d and the expansion ratio e is experimentally investigated in this study. Additionally, the shape of the axisymmetric annular vortex is quantified based on the visualization results. These measurements favorably follow the trends reported for larger scales in the literature. Redevelopment of the confined jet to the fully developed Poiseuille flow downstream of the expansion is also studied quantitatively. Furthermore, the experimentally resolved velocities are used to calculate high resolution static pressure gradient distributions along the channel walls. These measurements are then integrated into the axisymmetric momentum and energy balance equations, for the flow downstream of the expansion, to obtain the irreversible pressure drop in this geometry. As expected, the measured pressure drop coefficients for the range of Reynolds numbers studied here do not match the predictions of the available empirical correlations, which are commonly based turbulent flow studies. However, these results are in excellent agreement with previous numerical calculations. The pressure drop coefficient is found to strongly depend on the inlet Reynolds number for Re_d < 50. Although no length-scale effect is observed for the range of channel diameters studied here, for Reynolds numbers Re_d < 50, which are typical in microchannel applications, complex nonlinear trends in the flow dynamics and pressure drop measurements are discovered and discussed in this work.
机译:对于入口雷诺数Re_d <120,使用微粒阴影测速法研究了通过比率e = 1.51和e = 1.96的微圆形突然膨胀的水流。这种水流产生环形涡旋,滞留在膨胀的下游。在这项研究中,实验研究了涡旋长度对雷诺数Re_d和膨胀比e的依赖性。另外,基于可视化结果来量化轴对称环形涡旋的形状。这些测量有利地遵循了文献中报道的更大规模的趋势。还定量研究了受限射流的再开发,以扩展到膨胀下游的充分发展的Poiseuille流。此外,使用实验分辨的速度来计算沿通道壁的高分辨率静压力梯度分布。然后,将这些测量结果集成到轴对称动量和能量平衡方程中,以获取膨胀下游的流量,以获得该几何形状中不可逆的压降。不出所料,此处研究的雷诺数范围内测得的压降系数与可用经验相关性的预测不匹配,这些经验性相关性通常是基于湍流研究的。但是,这些结果与以前的数值计算非常吻合。发现压降系数很大程度上取决于Re_d <50的进口雷诺数。尽管在本文研究的通道直径范围内未观察到长度尺度效应,但对于微通道应用中典型的雷诺数Re_d <50,在这项工作中发现并讨论了流动动力学和压降测量中的复杂非线性趋势。

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