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Self-Aggregation of Vapor-Liquid Phase Transition and Inner Structure of a Boiling Nucleus

机译:汽液相过渡的自聚集和沸腾核的内部结构

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In this paper, the concept of the molecular free path is introduced to derive a criterion distinguishing active molecules from inactive molecules in liquid phase. A concept of the critical aggregation concentration (CAC) of active molecules is proposed to describe the physical configuration before the formation of a nucleus during vapor-liquid phase transition. All active molecules exist as monomers when the concentration of active molecules is lower than CAC, while the active molecules will generate aggregation once the concentration of the active molecules reaches CAC. However, these aggregates with aggregation number, N, smaller than 5 can steadily exist in bulk phase. The other excess active molecules can only produce infinite aggregation and form a critical nucleus of vapor-liquid phase transition. Without any outer perturbation the state point of CAC corresponds to the critical superheated or supercooled state. Meanwhile, a model of two-region structure of a nucleus is proposed to describe nucleus evolution. The interfacial tension between bulk liquid phase and nucleus is dependent of the density gradient in the transition region and varies with the structure change of the transition region. With the interfacial tension calculated using this model, the predicted nucleation rate is very close to the experimental measurement. Furthermore, this model and associated analysis provides solid theoretical evidences to clarify the definition of nucleation rate and understand nucleation phenomenon with the insight into the physical nature.
机译:在本文中,引入了分子自由路径的概念以导出将活性分子与液相中的非活性分子区分的标准。提出了活性分子临界聚集浓度(CAC)的概念,以描述在蒸汽液相转变期间形成核之前的物理配置。当活性分子的浓度低于CAC时,所有活性分子都存在作为单体,而活性分子将产生聚集一旦活性分子的浓度达到CAC。然而,这些聚集数具有小于5的聚集数,可以稳定地存在于体相中。其他过量的活性分子只能产生无限聚集并形成蒸汽液相转变的关键核。没有任何外部扰动,CAC的状态点对应于临界过热或过冷状态。同时,提出了一种核的两区结构模型来描述核演化。散装液相和核之间的界面张力取决于过渡区域中的密度梯度,并且随着过渡区域的结构变化而变化。利用使用该模型计算的界面张力,预测的成核速率非常接近实验测量。此外,该模型和相关分析提供了扎实的理论证据,以澄清成核率的定义,了解成核现象,了解物理性质。

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