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GEOMETRICAL EFFECTS ON FLUID MIXING OF PULSATILE FLOW IN CONVERGENT-DIVERGENT MICROMIXER

机译:会聚-分散微粉器中脉冲流的流体混合的几何效应

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Time-dependent pulsatile flows have been used by many researchers for fast and efficient mixing at micro-scale. In a recent study, a convergent-divergent microchannel with sinusoidal walls showed a strong coupling with pulsatile flow for enhanced mixing performance over a short mixing length . In the present study, effects of two geometrical parameters, i.e., the ratio of amplitude to wavelength and ratio of throat-width to depth on mixing performance, were analyzed with the Strouhal number and the ratio of pulsing amplitude to steady flow velocity at a fixed Reynolds number, Re = 0.5. The flow and mixing analyses were performed using unsteady Navier-Stokes equations and a diffusion-convection model for species concentration.
机译:时间依赖性脉动流已被许多研究人员用来在微米级快速有效地混合。在最近的一项研究中,具有正弦波壁的收敛-发散微通道显示出与脉动流的强耦合,从而在较短的混合长度内增强了混合性能。在本研究中,使用斯特劳哈尔数和固定振幅下脉动振幅与稳定流速的比率,分析了两个几何参数,即振幅与波长的比率以及喉宽与深度的比率对混合性能的影响。雷诺数,Re = 0.5。使用非稳态Navier-Stokes方程和物种浓度的扩散对流模型进行流动和混合分析。

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