压缩性
机械
虚域法
不可压缩流
有限元法
流量(数学)
牛顿流体
浸入边界法
斯托克斯流
纳维-斯托克斯方程组
经典力学
直接数值模拟
数学
物理
湍流
数学分析
雷诺数
边界(拓扑)
热力学
作者
Roland Glowinski,Tsorng‐Whay Pan,Todd I. Hesla,D. D. Joseph,Jacques Périaux
标识
DOI:10.1006/jcph.2000.6542
摘要
In this article we discuss a methodology that allows the direct numerical simulation of incompressible viscous fluid flow past moving rigid bodies. The simulation methods rest essentially on the combination of: (a) Lagrange-multiplier-based fictitious domain methods which allow the fluid flow computations to be done in a fixed flow region. (b) Finite element approximations of the Navier–Stokes equations occurring in the global model. (c) Time discretizations by operator splitting schemes in order to treat optimally the various operators present in the model. The above methodology is particularly well suited to the direct numerical simulation of particulate flow, such as the flow of mixtures of rigid solid particles and incompressible viscous fluids, possibly non-Newtonian. We conclude this article with the presentation of the results of various numerical experiments, including the simulation of store separation for rigid airfoils and of sedimentation and fluidization phenomena in two and three dimensions.
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