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Study of Dynamic Break-Up of Capillary Jet Using Level-Set Method

机译:水平设定法研究毛细管喷射动态分发

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Capillary jets, created due of interfacial instability in two-fluid system under the effect of surface tension, are widely encountered in nature. In the present work, dynamic breakup of a axisymmetric liquid jet injected vertically into another immiscible liquid is investigated numerically at various injection velocity, for four different disperse fluids with water as continuous fluid. For this purpose, an in house Level Set (LS) methodology based code is used. The two fluid flow simulation methodology uses finite volume method for solution of Navier-Stokes and finite difference method for solution of LS equations. An excellent agreement is found between the present simulation and a published theoretical and experimental work for detached bubble diameter. Furthermore, different breakup modes reported in the published experimental results are captured in the present simulations. The results show a greater sensitivity of jet length and drop diameter to the Reynolds number. However, viscosity ratio has negligible effects on breakup dynamics. The results shows that the transition from dripping mode to jetting mode takes place at Weber number 2.2.
机译:在表面张力效果下的两种流体系统中的界面不稳定性的毛细管喷射产生的毛细管喷气机在自然界中被广泛遇到。在本作工作中,以各种注射速度在数值上进行垂直注入另一个不混溶的液体中的轴对称液体喷射的动态分解,用于四种不同的分散流体作为连续流体。为此目的,使用基于房屋级别的组(LS)方法。两种流体流动仿真方法采用有限体积法,用于南路 - 斯托克斯解决方案解决方程的有限差分法。本发明的仿真和公开的泡泡直径的公布理论和实验工作之间存在一个很好的协议。此外,在本模拟中捕获公开的实验结果中报告的不同分解模式。结果表明,射流长度和下降直径的更大敏感性与雷诺数。然而,粘度比对分离动力学的影响可忽略不计。结果表明,从滴落模式到喷射模式的转变发生在韦伯号2.2处。

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