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Numerical simulation of junction point pressure during droplet formation in a microfluidic T-junction

机译:微流体T形结中液滴形成过程中结点压力的数值模拟

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A three dimensional numerical simulation on the droplet formation in a microfluidic T-junction is reported. The mechanism of droplet formation in the immiscible liquid/liquid T-junction system has been studied numerically with the Level Set Method (LSM). Various droplet flow patterns such as long slugs, small spheres, stable stream and finally parallel flow are investigated, which are conventionally called squeezing, dripping and jetting regimes correspondingly. Apart from those, the transition regime between squeezing and dripping as well as parallel flow regime are also discussed. The pressure of the junction point fluctuated in the droplet formation process and it can reflect the flow pattern in the microchannel exactly and directly. The simulation results show that the pressure profiles of the junction point in the squeezing, dripping and jetting regimes change during the droplet formation process. New insights on the pressure of the junction point during the droplet formation process are provided and the results show that the frequency of the pressure fluctuation is the same as that of new droplet formation. In addition, the pressure of the junction of different contact angles of the dispersed phase with the surface and different capillary numbers (Ca) are also analyzed for investigating the droplet formation mechanism. The amplitudes and periods of the pressure in different regimes differ from each other. At the same flow velocity, the amplitudes of the pressure in dripping regime, squeezing regime, jetting regime and parallel flow regime ranks in the descending order.
机译:报道了在微流体T形结中液滴形成的三维数值模拟。用水平集方法(LSM)数值研究了不混溶的液/液T型接头系统中液滴的形成机理。研究了各种液滴的流态,例如长团,小球,稳定流和最终平行流,这些流态通常分别称为挤压,滴落和喷射方式。除此之外,还讨论了挤压和滴水之间的过渡状态以及平行流动状态。结点的压力在液滴形成过程中会发生波动,它可以准确,直接地反映微通道中的流动模式。仿真结果表明,在液滴形成过程中,挤压,滴落和喷射状态下的结合点压力分布会发生变化。提供了有关液滴形成过程中结点压力的新见解,结果表明,压力波动的频率与新液滴形成的频率相同。另外,还分析了分散相与表面的不同接触角和不同毛细管数(Ca)的接合点的压力,以研究液滴的形成机理。在不同状态下压力的幅度和周期互不相同。在相同的流速下,滴流状态,挤压状态,喷射状态和平行流状态下的压力幅度按降序排列。

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