首页> 外文期刊>Langmuir: The ACS Journal of Surfaces and Colloids >Bouncing-to-Merging Transition in Drop Impact on Liquid Film: Role of Liquid Viscosity
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Bouncing-to-Merging Transition in Drop Impact on Liquid Film: Role of Liquid Viscosity

机译:在液体薄膜下降造成的反弹转型:液体粘度的作用

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摘要

When a drop impacts on a liquid surface, it can either bounce back or merge with the surface. The outcome affects many industrial processes, in which merging is preferred in spray coating to generate a uniform layer and bouncing is desired in internal combustion engines to prevent accumulation of the fuel drop on the wall. Thus, a good understanding of how to control the impact outcome is highly demanded to optimize the performance. For a given liquid, a regime diagram of bouncing and merging outcomes can be mapped in the space of Weber number (ratio of impact inertia and surface tension) versus film thickness. In addition, recognizing that the liquid viscosity is a fundamental fluid property that critically affects the impact outcome through viscous dissipation of the impact momentum, here we investigate liquids with a wide range of viscosity from 0.7 to 100 cSt, to assess its effect on the regime diagram. Results show that while the regime diagram maintains its general structure, the merging regime becomes smaller for more viscous liquids and the retraction merging regime disappears when the viscosity is very high. The viscous effects are modeled and subsequently the mathematical relations for the transition boundaries are proposed which agree well with the experiments. The new expressions account for all the liquid properties and impact conditions, thus providing a powerful tool to predict and manipulate the outcome when a drop impacts on a liquid film.
机译:当对液体表面的撞击撞击时,它可以反弹或与表面混合。结果影响许多工业过程,其中在喷涂中优选合并以产生均匀的层,并且在内燃机中需要弹跳,以防止燃料下降在壁上的蓄积。因此,良好地了解如何控制影响结果,以优化性能。对于给定液体,可以在韦伯数(撞击惯性和表面张力的比率)与膜厚度的空间中映射弹跳和合并结果的方案图。此外,识别出液体粘度是通过粘性耗散影响动量的粘性耗散来影响液体粘度的基本液体性能,在这里,我们研究了0.7至100℃的粘度范围内的液体,以评估其对该制度的影响图表。结果表明,虽然政权图保持其一般结构,但对于更多粘性液体,合并的制度变小,并且当粘度非常高时,缩回合并制度消失。粘性效果是建模的,随后提出了过渡边界的数学关系,其与实验很好。新的表达占所有液体性质和影响条件,从而提供了一种强大的工具,以预测并操纵当液体膜上的撞击时的结果。

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