Solution of transport equations on unstructured meshes with cell-centered colocated variables. Part II: Applications

S. Pimpalnerkar; M. Kulkarni; A. W. Date

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Solution of transport equations on unstructured meshes with cell-centered colocated variables. Part II: Applications

机译：具有单元中心共置变量的非结构网格上运输方程的解。第二部分：应用

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This paper describes applications of the discretization procedure presented in the companion paper [A.W. Date, Solution of transport equations on unstructured meshes with cell-centered colocated variables. Part I. Discretization, Companion Paper, this volume]. Six problems having different domain complexities, presence of body and surface forces and, boundary conditions are solved. Where possible, the solutions are compared with published experimental or numerical data.

机译：本文介绍了随附论文[A.W.日期，具有以单元为中心的共置变量的非结构网格上运输方程的解。第一部分，离散化，同伴文件，此卷]。解决了六个具有不同领域复杂性，体力和表面力的存在以及边界条件的问题。在可能的情况下，将解决方案与已发布的实验或数值数据进行比较。

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来源
《International Journal of Heat and Mass Transfer》 |2005年第6期|p.1128-1136|共9页
作者
S. Pimpalnerkar; M. Kulkarni; A. W. Date;
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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类热力工程理论;热学;
关键词
SIMPLE algorithm; Unstructured meshes; Cubic cavity; T-branch; Twisted tape; Nozzle;

机译：SIMPLE算法;非结构化网格;三次腔;T分支;扭曲带;喷嘴;

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1. Solution of transport equations on unstructured meshes with cell-centered colocated variables. Part I: Discretization [J] . A. W. Date International Journal of Heat and Mass Transfer . 2005,第6期

机译：具有单元中心共置变量的非结构网格上运输方程的解。第一部分：离散化
2. PERTURBATIONAL FINITE VOLUME METHOD FOR THE SOLUTION OF 2-D NAVIER-STOKES EQUATIONS ON UNSTRUCTURED AND STRUCTURED COLOCATED MESHES [J] . GAO Zhi, DAI Min-guo, LI Gui-bo, 应用数学和力学（英文版） . 2005,第002期

机译：求解非结构化和结构化网格的二维Navier-Stokes方程的摄动有限体积方法
3. Pollutant transport by shallow water equations on unstructured meshes: Hyperbolization of the model and numerical solution via a novel flux splitting scheme [J] . Vanzo Davide, Siviglia Annunziato, Toro Eleuterio F. Journal of Computational Physics . 2016,第Null期

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4. Perturbational finite volume method for the solution of 2-D Navier-Stokes equations on unstructured colocated meshes [C] . Z. Gao, W. Bai Fourth Asia Workshop on Computational Fluid Dynamics(Fourth Japan-China Joint Workshop on CFD)(4AWCFD) . 2004

机译：非结构同位网格上二维Navier-Stokes方程解的摄动有限体积方法
5. A higher-order conservation element solution element method for solving hyperbolic differential equations on unstructured meshes. [D] . Bilyeu, David. 2014

机译：非结构网格上双曲型微分方程的高阶守恒元素解单元法。
6. Fast methods for the Eikonal and related Hamilton– Jacobi equations on unstructured meshes [O] . J. A. Sethian, A. Vladimirsky 2016

机译：非结构化网格上的Eikonal方程和相关的Hamilton– Jacobi方程的快速方法
7. Towards a Method for the Accurate Solution of the Schrödinger Wave Equation in Many Variables. III. Application of the General Method to the Wave Equation without Spatial Symmetry [O] . IM Bassett 1959

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8. Higher-Order Conservation Element Solution Element Method for Solving Hyperbolic Differential Equations on Unstructured Meshes. [R] . Bilyeu, D. 2014

机译：非结构网格上双曲型微分方程的高阶守恒元解方法。

Solution of transport equations on unstructured meshes with cell-centered colocated variables. Part II: Applications

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