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首页> 外文期刊>SN Applied Sciences >Numerical simulations and experiments on droplet coalescence dynamics over a liquid–air interface: mechanism and effect of droplet‑size/surface‑tension
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Numerical simulations and experiments on droplet coalescence dynamics over a liquid–air interface: mechanism and effect of droplet‑size/surface‑tension

机译:液体空气接口液滴聚结动力学的数值模拟及实验:液滴尺寸/表面张力的机理和效果

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Present study is on partial/complete coalescence dynamics of a droplet (surrounded by air) over a horizontal pool ofthe same liquid. Experimental and numerical studies are presented for both isopropanol and glycerol droplet of a constantdiameter. Numerical study is presented in more detail for the isopropanol droplet to study the effect of diameter( D = 0.035 − 6.7mm ) and surface tension coefficient (γ = 2 − 200mN∕m ) on the coalescence dynamics. For partial coalescence of an isopropanol droplet and complete coalescence of a glycerol droplet, excellent agreement is demonstratedbetween our numerically and experimentally obtained interface dynamics; and a qualitative discussion on the mechanismof the partial and complete coalescence is presented. Three regimes of partial coalescence − viscous, inertio-capillary andgravity − proposed in the literature for a liquid-liquid system are presented here for the present liquid-air system whilestudying the effect of diameter of the isopropanol droplet. Probably for the first time in the literature, our numericalstudy presents a flow and vorticity dynamics based quantitative evidence of the coalescence-mechanism, analogy with afreely vibrating Spring-Mass-Damper System, the gravity regime for a liquid-gas system, and the effect of surface tensioncoefficient γ based coalescence dynamics study. The associated nove γ based droplet coalescence regime map presentsa critical Ohnesorge number Oh_c and critical Bond number Bo_c for a transition from partial to full coalescence; and suchcritical values are also presented for the transition under effect of the droplet diameter. The critical values based transitionboundaries, obtained separately for the varying D and varying γ , are demonstrated to be in excellent agreementwith a correlation reported in the literature.
机译:目前的研究是在水平池中的液滴(空气包围)的部分/完全聚结动力学相同的液体。为恒定的异丙醇和甘油液滴提出了实验和数值研究直径。对异丙醇液滴更详细地提出了数值研究,以研究直径的效果(D = 0.035-6.7mm)和聚结动力学的表面张力系数(γ= 2-200mn / m)。对于异丙醇液滴的部分聚结和甘油液滴的完整聚结,证明了优秀的一致性在我们的数值和实验获得的界面动态之间;以及对机制的定性讨论介绍了部分和完整的聚结。部分聚焦的三个制度 - 粘性,含毛细管和在此用于本发明的液体空气系统的液体系统中提出的重力 - 提出用于液体液体系统的文献中研究了异丙醇液滴直径的影响。可能是在文献中第一次,我们的数值研究提出了一种基于流动和涡旋动态的基于聚结机制的定量证据,与A类似自由振动弹簧质量阻尼系统,液体气体系统的重力制度,以及表面张力的影响基于系数γ的聚结动力学研究。基于Noveγ的液滴聚结政权地图礼物一个关键的Ohnesorge OH_C和关键键合号BO_C,用于从部分到全聚结的过渡;等等还介绍了突出直径效果的过渡的临界值。基于临界值的转换对不同D和不同γ单独获得的边界被证明是非常一致的在文献中报告了相关性。

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