搜索资源列表
RiemannExactSolver
- 一维激波管黎曼问题的精确解（用于求解一维激波管黎曼问题）-Riemann shock tube problem of one-dimensional exact solution (one-dimensional shock tube used to solve the Riemann problem)
1D-Euler-Code-Ver.1
- Here is a 1D Euler code (1D shock tube code) for solving Sod s shock tube problem, using Roe s Approximate Riemann solver, minmod limiter, and 2-stage Runge-Kutta time-stepping. Learn how a second-order non-oscillatory Euler code is written, or just
WENO
- weno格式解决一维黎曼问题的代码，fortran90编写-Fortran code for Riemann problem solver in weno scheme
riemann-problem-c
- 计算一维管道激波问题的，特别号很方便，是C的-Calculate the one-dimensional pipe shock problems, especially number is very convenient, is C
The-one-dimensional-Riemann-problem
- 一维Riemann问题，即激波管问题，是一个典型的一维可压缩无黏气体动力学问题，并有 解析解。对它采用二阶精度MacCormack两步差分格式进行数值求解。同时，为了初学者入门和练习方便,这里给出了用 语言和 编写的计算一维Riemann问题的计算程序，供大家学习参考。-The one-dimensional Riemann problem, namely the shock tube problem is a typical one-dimensional compressible invis
RI_solve
- 针对黎曼问题间断解理论解编写的小程序，输入初始条件，调用函数得结果，非常方便。CFD初学者可用于检验程序。-Riemann problem for Discontinuous Solutions theoretical solution to prepare a small program, enter the initial conditions, the results of calling the function was very convenient. CFD can be used
roefou
- 用Roe格式的一阶迎风差分方法解决欧拉方程的黎曼问题-Solves the Riemann problem for the Euler equations using Roe s first-order upwind method
Rimann-HLLPHLLC
- 采用多种黎曼求解器求解激波管问题，工况设计参照TORO的书，用C++编写-one dimensioal shock tube problem using a variety of Riemann solvers
homework-5-roeaHLL
- 采用matlab编写，HLL和ROE黎曼求解器求解一维激波管问题，并有与精确黎曼求解器结果对比。- one-dimensional shock tube problem using HLL and ROE Riemann solver
Riemann_Steger_Warming
- 利用Steger_Warming格式求解一维Riemann问题(It is a computational fluid dynamic solver for solving classical Riemann problem with the scheme of Steger_Warming.)
Riemann_Van_Leer
- 利用Van_Leer格式求解一维Riemann问题(It is a computational fluid dynamic solver for solving classical Riemann problem with the scheme of Steger_Warming.)
数学分析
- 卓里奇数学分析第一卷。我们本科教的微积分忽视了对于集合尤其是数集（自然数、有理数、实数、复数）结构的讨论，而且微积分很多概念如连续、导数、黎曼积分阐述不明，容易在推导中导致错误结论，请参看上册(Charidge is the first in mathematical analysis. We ignore the science of calculus for set number set (especially natural numbers, rational numbers, real
1-D Sod
- 通过求解黎曼问题来解决一维Sod激波管问题，没有考虑温度因素，包括对密度、速度、压强三个物理属性的计算。(Riemann solution of one dimensional Sod shock tube problem)
Nx400-case2-HLLE
- 2D 黎曼問題，透過WENO5重構，通量由HLLC計算(2D Riemann. reconstruction by fifth order WENO. Riemann Solver used HLLC solver.)
585813_weno-codes
- weno格式多种精度的 黎曼问题和双马赫反射问题求解，可直接运行(The solution of the Riemann problem and the double Mach reflection problem with various accuracy in the WENO scheme, which can be operated directly)
sod
- 利用黎曼解计算sod激波管问题，输出t=0.14时的压强速度密度。(Using Riemann solution to calculate the pressure velocity density of SOD shock tube with output t = 0.14.)
weno3-1D-Rimenn
- weno3阶格式求解一维黎曼问题，希望大家一起讨论共同学习，仅供参考，有详细的注释(One dimensional Riemann problem, I hope you can discuss and learn together, for reference only, there are detailed notes)