基于点阵玻尔兹曼方法的多相流建模

S. Mushtaq, R. Basit
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引用次数: 0

摘要

多相流与相变过程的建模是一项具有挑战性的任务。本文讨论了晶格玻尔兹曼法(Lattice Boltzmann method, LBM)模拟复杂几何流和多相流的能力。LBM是一种基于动力学模型的计算流体动力学(CFD)新方法。它将物理系统描述为粒子的人工微观世界,粒子在其中简单地传播、碰撞和相互作用。为了验证LBM的有效性,将二维泊威尔流作为测试问题进行了模拟,并与分析结果进行了比较。在此基础上,给出了流体中引入的类似多孔介质的各种几何形状的模拟结果。对于涉及相变的多相流的模拟,采用了Shan和Chen模型。周期边界条件在各个方向上都得到了应用。然后引入了重力作为驱动力。当粒子间的相互作用强度超过阈值时,相变就会自发发生。用拉普拉斯定律对结果进行了验证。最后,得出了LBM是模拟多孔介质流动和多相流的理想方法。
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Multiphase flow modeling using Lattice Boltzmann method
To model the Multiphase flow along with phase transition process is a challenging task. In the present paper, capability of Lattice Boltzmann method (LBM) to simulate flow through complex geometries and multiphase flow has been discussed. LBM is an innovative computational fluid dynamics (CFD) approach based on kinetic models. It describes the physical system as an artificial micro-world of the particles in which the particles simply propagate, collide and interact. To check the validity of LBM, simulations have been performed for two dimensional Poisuelle flow as a test problem and compared with analytical result. Then simulations results for various geometries resembling the porous media, introduced in the flow have also been presented. For the simulation of multiphase flow involving phase transition Shan and Chen model has been used. Periodic boundary conditions have been applied in all directions. Then gravity has been introduced as the driving force. Phase transition occur spontaneously whenever the interaction strength between the particles exceeds its threshold limit. Results have been verified by Laplace law. Finally, it has been concluded that LBM is a simulation method of choice for simulating flow through porous media and multiphase flow.
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