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Lattice Boltzmann equation model for multi-component multi-phase flow with high density ratios

机译:高密度比的多组分多相流的Lattice Boltzmann方程模型

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Multi-component multi-phase (MCMP) flows are very common in engineering or industrial problems, as well as in nature. Because the lattice Boltzmann equation (LBE) model is based on microscopic models and mesoscopic kinetic equations, it offers many advantages for the study of multi-component or multi-phase flow problems. While the original formulation of Shan and Chen's (SC) model can incorporate some MCMP flow scenarios, the density ratio of the different components is greatly restricted to less than approximately 2.0. This obviously limits the applications of this MCMP LBE model. Hence, based on the original SC MCMP model and the improvements in the single-component multi-phase (SCMP) flow model reported by Yuan and Schaefer, we have developed a new model that can simulate a MCMP system with a high density ratio.
机译:多组分多相(MCMP)流在工程或工业问题中以及在自然界中都很常见。由于晶格玻尔兹曼方程(LBE)模型基于微观模型和介观动力学方程,因此为研究多组分或多相流动问题提供了许多优势。尽管Shan和Chen(SC)模型的原始公式可以包含某些MCMP流方案,但是不同组件的密度比被极大地限制为小于约2.0。这显然限制了该MCMP LBE模型的应用。因此,基于原始SC MCMP模型以及Yuan和Schaefer报告的单组分多相(SCMP)流量模型的改进,我们开发了一种新模型,可以模拟具有高密度比的MCMP系统。

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