基于能量守恒定律的喷雾直径和粒径分布估计方法

C. Inoue, Toshinori Watanabe, T. Himeno, M. Koshi
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引用次数: 2

摘要

提出并验证了一种液滴直径和粒径分布的分析方法。该方法基于包含表面自由能和拉普拉斯压力的能量守恒定律。在几个假设下,该定律推导出一个方程,表明原子化是由动能损失引起的。因此,一旦获得损失量,就可以在不需要任何实验参数的情况下计算液滴直径。在不考虑环境气体影响的情况下,液体射流的喷射速度分布是降低动能的重要因素。在层流和湍流两种喷射速度分布下,液片雾化产生的最小Sauter平均直径与喷射韦伯数成反比。通过应用平均直径模型,推导了一个假定Nukiyama-Tanasawa函数的无因次分布函数。通过与相应的平均直径和在大气压下的实验测量的尺寸分布进行比较,很好地证实了这些估计方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation method of spray diameter and size distribution based on energy conservation law
An analytical method was proposed and validated for droplet diameters and size distributions. The method was developed based on the energy conservation law including surface free energy and Laplace pressure. Under several hypotheses, the law derived an equation indicating that atomization resulted from a kinetic energy loss. Thus, once the amount of loss was obtained, the droplet diameter was able to be calculated without any experimental parameters. When the effects of ambient gas were ignorable, injection velocity profiles of liquid jets were the essential factor for the reduction of kinetic energy. The minimum Sauter mean diameter produced by liquid sheet atomization was inversely proportional to the injection Weber number under the conditions of injection velocity profiles with laminar or turbulent. By applying the mean diameter model, a non dimensional distribution function was also derived assuming Nukiyama-Tanasawa's function. The validity of these estimation methods were favorably confirmed by comparisons with corresponding mean diameters and the size distributions, which were experimentally measured under atmospheric pressure.
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