A Modified Phase-Transition Model for Multi-Oscillations of Spark-Generated Bubbles

IF 2.1 Q2 ENGINEERING, MULTIDISCIPLINARY
Rui Han, Jiayi Chen, Taikun Guo
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Abstract

The main composition within a spark-generated bubble primarily consists of vapor, accompanied by a minor presence of noncondensable gases. The phase transition exerts a substantial influence on bubble dynamics throughout various stages, a facet that has been frequently overlooked in prior research. In this study, we introduce a modified theoretical model aimed at accurately predicting the multiple oscillations of spark-generated bubbles. Leveraging the Plesset equation, which integrates second-order corrections for compressibility and non-equilibrium evaporation, we further incorporate the thermal boundary layer approximation for bubbles, as proposed by Zhong et al. We employ an adjusted phase transition duration tailored to the unique characteristics of spark-generated bubbles. Furthermore, we meticulously ascertain initial conditions through repeated gas content measurements within the bubble. Our proposed theoretical model undergoes rigorous validation through quantitative comparisons with experimental data, yielding commendable agreement in modeling the dynamic behavior of bubbles across multiple cycles. Remarkably, we uncover that the condensation rate significantly governs the behavior of spark bubbles during their initial two cycles. Finally, we investigate the dependence of spark-generated bubble dynamics on the phase transition and the presence of air. Air content exhibits a minimal impact on bubble motion prior to the initial bubble collapse, but plays a role in the bubble’s rebound thereafter.
火花气泡多振荡的一种修正相变模型
火花产生的气泡的主要成分主要是蒸汽,并伴有少量不可冷凝气体。相变对气泡动力学的各个阶段都有重要的影响,而这一点在以往的研究中经常被忽视。在这项研究中,我们引入了一个改进的理论模型,旨在准确预测火花产生的气泡的多次振荡。利用集成了可压缩性和非平衡蒸发二阶修正的Plesset方程,我们进一步纳入了Zhong等人提出的气泡的热边界层近似。我们根据火花产生的气泡的独特特性,调整了相变持续时间。此外,我们通过反复测量气泡内的气体含量,精心确定初始条件。我们提出的理论模型通过与实验数据的定量比较进行了严格的验证,在模拟气泡跨多个周期的动态行为方面产生了值得赞扬的一致性。值得注意的是,我们发现凝结速率显著地控制了火花气泡在其最初的两个循环中的行为。最后,我们研究了火花气泡动力学与相变和空气存在的关系。空气含量在初始气泡破裂之前对气泡运动的影响最小,但在气泡破裂之后的反弹中起作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Inventions
Inventions Engineering-Engineering (all)
CiteScore
4.80
自引率
11.80%
发文量
91
审稿时长
12 weeks
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