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Finite Volume Computation of 2D Incompressible Turbulent Flows in General Coordinates on Staggered Grids

机译：交错网格上一般坐标系中二维不可压缩湍流的有限体积计算

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A brief review of some publications on computation of incompressible turbulent flow in complex geometries is given. A two dimensional finite volume method for the calculation of turbulent flow in general curvilinear coordinates is described. This method is based on a staggered grid arrangement and the contravariant flux components are chosen as primitive variables. Turbulence is modeled by the standard k-epsilon model with wall functions. Applications of this method to a variety of flows are presented. The results of computations are compared with experimental data and other numerical solutions and are found to be satisfactory. (Copyright (c) 1994 by Faculty of Technical Mathematics and Informatics, Delft, The Netherlands.)

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Zijlema, M.; Segal, A.; Wesseling, P.;
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年度 1994
页码 p.1-36
总页数 36
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Finite volume method ; Two dimensional flow ; Computational fluid dynamics ; Incompressible flow ; Turbulent flow ; Turbulence ; K-epsilon turbulence model ; Computational grids ; Navier-Stokes equation ; Spherical coordinates ; Velocity distribution;

机译：有限体积法;二维流动;计算流体动力学;不可压缩流动;湍流;湍流; K-epsilon湍流模型;计算网格; Navier-stokes方程;球坐标;速度分布;

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专利

1. FINITE VOLUME. COMPUTATION OF INCOMPRESSIBLE TURBULENT FLOWS IN GENERAL CO-ORDINATES ON STAGGERED GRIDS [J] . M. Zijlema, A. Segal, P. Wesseling International Journal for Numerical Methods in Fluids . 1995,第7期

机译：有限的音量。交错网格上一般坐标下不可压缩湍流的计算
2. A high-order compact difference algorithm for half-staggered grids for laminar and turbulent incompressible flows [J] . Artur Tyliszczak Journal of Computational Physics . 2014,第Null期

机译：用于层流和湍流不可压缩流动的半交错网格的高阶小型差分算法
3. Proper Finite Difference Schemes for Simulations of Incompressible Turbulent Flow in Generalized Curvilinear Coordinates (2nd Report, Validation of finite difference schemes in Generalized Curvilinear Coordinates) [J] . Tetsuya KOGAKI, Toshio KOBAYASHI, Nobuyuki TANIGUCHI 日本機械学会論文集. B編 . 1999,第633期

机译：广义曲线坐标系中不可压缩湍流模拟的正确有限差分方案（第二份报告，广义曲线坐标系中有限差分方案的验证）
4. Simulation of the unsteady, incompressible flow in a centrifugal pump with vaned diffuser using staggered and collocated grid methods in 2D [C] . D. de Kleine, B. P. M. van Esch, J. G. M. Kuerten, WSEAS International Conferences . 2008

机译：在2D中使用交错和配套网格方法在离心泵中模拟离心泵中的离心泵中的流量
5. An a-posteriori finite element error estimator for adaptive grid computation of viscous incompressible flows. [D] . Wu, Heng. 2000

机译：一个后验有限元误差估计器，用于粘性不可压缩流的自适应网格计算。
6. An adaptable parallel algorithm for the direct numerical simulation of incompressible turbulent flows using a Fourier spectral/hp element method and MPI virtual topologies [O] . A. Bolis, C.D. Cantwell, D. Moxey, -1

机译：使用傅里叶频谱/ hp元素方法和MPI虚拟拓扑对不可压缩湍流进行直接数值模拟的自适应并行算法
7. Proper Finite Difference Schemes for Simulations of Incompressible Turbulent Flow in Generalized Curvilinear Coordinates. 1st Report, Analytical Conservation Properties of Coordinate Transformed Basic Equations and Extension of the Proper Finite Difference Schemes to Generalized Curvilinear Coordinates. [O] . Tetsuya KOGAKI, Toshio KOBAYASHI, Nobuyuki TANIGUCHI 1999

机译：广义曲线坐标中不可压缩湍流模拟的适当有限差分方案。第一报告，坐标变换基本方程的分析保护特性和适当的有限差分方案的扩展到广义曲线坐标。
8. Finite Volume Discretization of the Incompressible Navier-Stokes Equation inGeneral Coordinates on Staggered Grids [R] . Wesseling, P., Segal, A., van Kan, J., 1991

机译：交错网格上一般坐标系下不可压缩Navier-stokes方程的有限体积离散化

Finite Volume Computation of 2D Incompressible Turbulent Flows in General Coordinates on Staggered Grids

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