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用于颗粒悬浮液的多相格子玻尔兹曼方法。

Multiphase lattice Boltzmann method for particle suspensions.

作者信息

Joshi Abhijit S, Sun Ying

机构信息

State University of New York, Binghamton, NY 13902, USA.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2009 Jun;79(6 Pt 2):066703. doi: 10.1103/PhysRevE.79.066703. Epub 2009 Jun 4.

Abstract

A two-dimensional mass conserving lattice Boltzmann method (LBM) has been developed for multiphase (liquid and vapor) flows with solid particles suspended within the liquid and/or vapor phases. The main modification to previous single-phase particle suspension models is the addition of surface (adhesive) forces between the suspended particle and the surrounding fluid. The multiphase dynamics between fluid phases is simulated via the single-component multiphase model of Shan and Chen [Phys. Rev. E 47, 1815 (1993)]. The combined multiphase particle suspension model is first validated and then used to simulate the dynamics of a single-suspended particle on a planar liquid-vapor interface and the interaction between a single particle and a free-standing liquid drop. It is observed that the dynamics of suspended particles near free-standing liquid droplets is affected by spurious velocity currents although the liquid-vapor interface itself is a local energy minimum for particles. Finally, results are presented for capillary interactions between two suspended particles on a liquid-vapor interface subjected to different external forces and for spinodal decomposition of a liquid-vapor mixture in the presence of suspended particles. Qualitative agreements are reached when compared with results of suspended particles in a binary mixture based on multicomponent LBM models.

摘要

一种二维质量守恒格子玻尔兹曼方法(LBM)已被开发用于多相(液体和蒸汽)流动,其中固体颗粒悬浮在液相和/或蒸汽相中。对先前单相颗粒悬浮模型的主要修改是在悬浮颗粒与周围流体之间添加了表面(粘附)力。流体相之间的多相动力学通过单组分多相模型Shan和Chen [《物理评论E》47, 1815 (1993)] 进行模拟。首先对组合的多相颗粒悬浮模型进行了验证,然后用于模拟平面液 - 气界面上单个悬浮颗粒的动力学以及单个颗粒与独立液滴之间的相互作用。观察到,尽管液 - 气界面本身对于颗粒来说是局部能量最小值,但独立液滴附近悬浮颗粒的动力学受到虚假速度流的影响。最后,给出了在不同外力作用下液 - 气界面上两个悬浮颗粒之间的毛细相互作用以及在存在悬浮颗粒的情况下液 - 气混合物的旋节线分解的结果。与基于多组分LBM模型的二元混合物中悬浮颗粒的结果相比,达成了定性的一致性。

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