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Description: 此文介绍了由江广山(音译)、舒其望(Jiang Guangshan & Shu Chi-Wang, JCP 126 pp202-228, 1996)等人发展的5阶有限差分WENO格式,并提供用C++语言编写的程序源码(不包括坐标变换模块和化学反应模块的源码),采用了面向对象(OO)思想编写程序。所提供的程序仅适用于简单二维矩形边界、可压缩流动、非定常、Euler方程的数值模拟。经坐标变换,可适用更多其他几何外形的计算。源码在Windows 2000, XP, 2003平台、Visual C++ 2003编译环境下能够良好工作;经过简单地修改也可以在Linux, UNIX下编译通过。 希望这一程序源码的发布能够被一些熟悉流体力学数值模拟和WENO格式的工作者所采用,如果能够使其工作得到更好地发展和完善,我个人将倍感欣慰。另一目的在于增加从事流体力学数值模拟的同仁们的学术交流。此程序并非通用程序,我希望经过你的修改之后可以适用于你所要模拟地问题。
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Size: 473762 |
Author: wangyangxuzhou@163.com |
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Description: 一维欧拉方程的高精度求解,WENO/WENO重构,ROE flux-One-dimensional Euler equations for solving the high-accuracy, WENO/WENO Reconstruction, ROE flux
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Size: 6144 |
Author: markailee |
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Description: 使用TVD格式求解流体力学中的激波管问题-TVD format used for solving fluid dynamics in the shock tube problem
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Size: 224256 |
Author: 东晨 |
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Description: 利用5阶精度的WENO方法求解欧拉方程,里面有源代码和说明文档,具体可参考论文Efficient Implementation of Weighted ENO Schemes。-The use of 5-order accuracy of the WENO method for solving Euler equations, which source code and documentation, specific reference papers Efficient Implementation of Weighted ENO Schemes.
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Size: 474112 |
Author: 谢昌坦 |
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Description: weno求解欧拉方程,主要采用[chu]的凸组合方法抑制数值振荡-Solving the Euler equation by WENO
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Size: 3072 |
Author: guoshaogang |
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Description: 有限差分法求解欧拉方程,weno有限差分法求解欧拉方程。-Euler solved with weno
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Size: 2048 |
Author: gaoyang |
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Description: WENO for Euler equations.
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Size: 23552 |
Author: piaoxiangfan |
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Description: steger_warming加weno重构求解一维欧拉方程的初始间断问题。-steger_warming plus weno solving a dimensional Euler equations reconstruct the initial intermittent problems.
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Size: 12288 |
Author: 刘习之 |
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Description: RK-3求解欧拉方程时间离散项,本人在学习计算流体力学是所编写的-RK-3 for solving the Euler equation of time discrete, I learn computational fluid dynamics is written
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Size: 1024 |
Author: 王来 |
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Description: WENO SCHEME WITH RELATIVE LIMITERS FOR EULER EQUATIONS
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Size: 19456 |
Author: 陈烨 |
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Description: WENO SCHEME HYBRIDIZED WITH COMPACT SCHEME FOR EULER EQUATIONS
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Size: 38912 |
Author: 陈烨 |
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Description: MAPPED WENO SCHEME FOR EULER EQUATIONS
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Size: 45056 |
Author: 陈烨 |
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Description: ZWENO SCHEME FOR EULER EQUATIONS-ZWENO WENO SCHEME FOR EULER EQUATIONS
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Size: 8192 |
Author: 陈烨 |
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Description: 有限差分法,5阶WENO格式求解一维Euler方程组的双冲击波问题-fifth-order WENO scheme for 1-D Euler equation with two blast waves problem
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Size: 145408 |
Author: 江南月 |
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Description: 利用5阶WENO有限差分法求解一维Euler方程组,给出求解Sod型激波管问题的详细程序。-The use of 5-order WENO finite difference method for solving one-dimensional Euler equations given type of shock tube problem solving Sod detailed procedures.
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Size: 2048 |
Author: 乐乐 |
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Description: 计算一维欧拉方程保正格式的算法,针对经典算例,通过对5阶weno有限差分算法进行修正达到目的-Computation of one- dimensional Euler equation positivity preserving scheme
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Size: 7168 |
Author: lp |
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Description: 一、通过数值求解Euler方程,模拟一维激波管算例,lax shock tube算例,interaction blast wave算例,Shu-orsher算例,low density算例。
二、其中采用的数值格式有:一阶迎风格式, 三阶迎风格式, 2、3、4阶MUSCL格式, 3、5、7阶WENO格式。(First, by numerical solution of the Euler equation, the simulation of one-dimensional shock tube example, lax, shock, tube example, interaction, blast, wave example, Shu-orsher example, low density example.
Two. The numerical schemes used include: first order upwind scheme, three order upwind scheme, 2, 3, and 4 order MUSCL schemes, 3, 5, and 7 order WENO schemes.)
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Size: 15360 |
Author: hsqkk
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Description: 求解双马赫反射问题的各种解法,黎曼求解器包括WENO格式和MDCD格式,时间方向采用Runge-kutta 方法,方程包括Euler方程和NS方程。(Program to solve Double Mach Reflection. Use WENO solver and MDCD solver to solve Riemann problem. Use Runge-Kutta to iterate in time scale. Equations conclude Euler equation and N-S equation.)
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Size: 19456 |
Author: 提子水果糖
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Description: 计算流体力学,各种差分格式求解欧拉方程,非常全(Computational fluid dynamics, various difference schemes for solving Euler equations, very complete)
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Size: 25795584 |
Author: shuai79 |
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Description: 此文介绍了由江广山(音译)、舒其望(Jiang Guangshan & Shu Chi-Wang, JCP 126 pp202-228, 1996)等人发展的5阶有限差分WENO格式,并提供用C++语言编写的程序源码(不包括坐标变换模块和化学反应模块的源码),采用了面向对象(OO)思想编写程序。所提供的程序仅适用于简单二维矩形边界、可压缩流动、非定常、Euler方程的数值模拟。经坐标变换,可适用更多其他几何外形的计算。源码在Windows 2000, XP, 2003平台、Visual C++ 2003编译环境下能够良好工作;经过简单地修改也可以在Linux, UNIX下编译通过。(This paper introduces the 5-order finite-difference WENO format developed by Jiang Guangshan & Shu Chi Wang, JCP 126 pp202-228, 1996, etc., and provides the source code (excluding the source code of coordinate transformation module and chemical reaction module) written in C + + language, and uses the object-oriented (OO) idea to write the program. The program is only suitable for the numerical simulation of simple two-dimensional rectangular boundary, compressible flow, unsteady and Euler equations. After coordinate transformation, it can be applied to more calculations of other geometric shapes.)
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Size: 473088 |
Author: fikle2000 |
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