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Experimental investigation of the Kelvin-Helmholtz instabilities of cylindrical gas columns in viscous fluids

机译:粘性液中圆柱气柱Kelvin-Helmholtz不稳定性的实验研究

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This paper derives analytical solutions for the critical Kelvin-Helmholtz (KH) instability conditions at the interface between a cylindrical gas column and a pool of viscous immiscible fluid confined in a chamber of finite size. The analysis focuses on conditions of negligible heat and mass transfer. The derivations are based on the established approaches reported in the literature with different boundary conditions. The most unstable instability conditions have also been calculated numerically. Experiments designed to measure the actual air column break-up conditions in water have been carried out to validate the analytical models. Comparisons show that the most unstable conditions predicted by the Viscous Corrections of the Viscous Potential Flow KH model are the best match to the experimentally measured break-up conditions. Parametric investigation of the instability theories shows that the vapour column size has a noticeable effect on the critical conditions, but has a negligible effect on the most unstable conditions when the column radius is greater than 1.2 mm. Furthermore, the critical instability conditions are sensitive to the chamber size and the perturbation symmetry, while the most unstable conditions are insensitive to these parameters. (C) 2018 Elsevier Ltd. All rights reserved.
机译:本文推出了临界Kelvin-Helmholtz(KH)不稳定条件的分析解决方案,在圆柱形气柱和有限尺寸腔室内限制在腔室内的粘性不混溶的液体池。该分析侧重于热量和传质的条件。衍生基于具有不同边界条件的文献中报告的已建立的方法。最不稳定的不稳定条件也在数值上计算。已经进行了设计用于测量水中的实际空气柱分解条件的实验以验证分析模型。比较表明,通过粘性潜在流动KH模型的粘性校正预测的最不稳定的条件是对实验测量的分解条件的最佳匹配。参数调查稳定性理论表明,蒸汽柱尺寸对临界条件具有显着影响,但是当塔半径大于1.2mm时对最不稳定的条件具有可忽略的影响。此外,临界不稳定条件对腔室尺寸和扰动对称性敏感,而最不稳定的条件对这些参数不敏感。 (c)2018年elestvier有限公司保留所有权利。

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