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Investigation of vapor condensation on a flat plate and horizontal cryogenic tube using lattice Boltzmann method

机译:平板Boltzmann方法研究平板和水平低温管上的水汽凝结

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In this paper simulation of vapor condensation, liquid film formation, and dew drop sprinkling from cryogenic horizontal tube base on two-dimensional lattice Boltzmann method is presented. Lee's multiphase model is used which is applicable to high density and viscosity ratios. The passive scalar thermal lattice Boltzmann framework and proper source term due to phase change are combined with the multiphase model to simulate the film condensation. Lee's model is based on convective Cahn-Hilliard equation and the divergence-free condition of the velocity field. However, as the phase change occurs at the interface, the divergence-free condition is no longer satisfied. The simple passive scalar approach is employed for the evolution of the temperature field in the computational domain and the flow field is affected by temperature under the hypothesis of Boussinesq. The D2Q9 lattice structure is used for the case of density ratio of 25), and the effects of gravitational superheating, contact angle and the temperature of sub-cooled tube on vapor condensation are illustrated. Finally flow fields and three-phase contact line movement of film condensation are analyzed.
机译:本文基于二维晶格玻尔兹曼方法,对低温水平管中的水汽凝结,液膜形成和露滴进行了模拟。使用李氏多相模型,该模型适用于高密度和高粘度比。将无源标量热晶格Boltzmann框架和由于相变而产生的适当源项与多相模型相结合,以模拟薄膜凝结。 Lee的模型基于对流Cahn-Hilliard方程和速度场的无散度条件。但是,由于在界面处发生相变,因此不再满足无散度条件。在Boussinesq的假设下,简单的无源标量方法用于计算域中温度场的演化,并且流场受温度影响。 D2Q9晶格结构用于密度比为25的情况,并说明了重力过热,接触角和过冷管的温度对蒸汽冷凝的影响。最后分析了薄膜凝结的流场和三相接触线的运动。

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