首页> 外文会议>Japan/China Workshop on Microgravity Sciences; 20051022-25; Takeo Onsen(JP) >Investigation of Rayleigh-Marangoni-Benard Convection Instability in a Two-layer System of Vapor-liquid
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Investigation of Rayleigh-Marangoni-Benard Convection Instability in a Two-layer System of Vapor-liquid

机译:两层汽液系统中Rayleigh-Marangoni-Benard对流不稳定性的研究

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Evaporative convection and instability give rise to both scientific and technological interests. Practically, many industrial applications such as thin film evaporators, boiling equipments and heat pipes are concerned about the evaporation process, i.e., the heat and mass transfer through the gas-liquid interface. From a physical viewpoint, one of interesting questions is the mechanisms of convection instability in thin-liquid layers induced by the coupling of evaporation phenomenon and Marangoni effect at the mass exchanged interface. Until now, available theories, such as Rayleigh's theory, referred to as Rayleigh-Benard convection, and Pearson's theory, referred to as Marangoni-Benard convection, are unable to explain completely the convection in an evaporating liquid layer. The mechanism of evaporation convection needs to be studied both theoretically and experimentally. In previous works, most researches on Marangoni-Benard instability were carried out for single liquid phase systems, and the gas phase adjacent to the liquid layer was considered as passive. Colinet and Legros proposed a one-sided model with an evaporation surface similar to Pearson's model, and obtained the neutral stability curves of critical Marangoni number versus wavenumber for different values of Biot number. Chai et al studied experimentally the effects of evaporating on Marangoni-Benard convection in thin liquid layers evaporating at room temperature. Zhang and Chao proposed a modified Marangoni number to gauge the convection stability status both in evaporating liquid layers and in the liquid layers without evaporation. Liu et al proposed recently a two-sided theoretical model for a two-layer Marangoni-Benard system with an evaporating interface, as shown schematically in Fig.1. In this paper, we will present the influences of evaporation on the Marangoni -Benard convective instability for both non-deformable and deformable perturbed vapor -liquid interface.
机译:蒸发对流和不稳定性引起科学和技术利益。实际上,许多工业应用,例如薄膜蒸发器,沸腾设备和热管都关注蒸发过程,即通过气-液界面的热量和质量传递。从物理的角度来看,一个有趣的问题是薄液层中对流不稳定性的机制,该对流不稳定性是由质量交换界面处的蒸发现象和Marangoni效应耦合引起的。到目前为止,可用的理论,例如瑞利理论(称为Rayleigh-Benard对流)和皮尔逊理论(称为Marangoni-Benard对流),无法完全解释蒸发液体层中的对流。蒸发对流的机理需要进行理论和实验研究。在以前的工作中,大多数关于Marangoni-Benard不稳定性的研究都是针对单个液相系统进行的,与液相相邻的气相被认为是被动的。 Colinet和Legros提出了一个单侧模型,其蒸发表面与Pearson模型相似,并且针对不同的Biot值获得了临界Marangoni数对波数的中性稳定性曲线。 Chai等人通过实验研究了蒸发对室温下蒸发的薄液体层中Marangoni-Benard对流的影响。 Zhang和Chao提出了一个改进的Marangoni数,以测量蒸发液体层和不蒸发液体层中的对流稳定性状态。 Liu等人最近为带有蒸发界面的两层Marangoni-Benard系统提出了一个双面理论模型,如图1所示。在本文中,我们将针对不可变形和可变形扰动的气液界面,介绍蒸发对Marangoni-Benard对流不稳定性的影响。

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