搜索资源列表
2nd-up-wind
- 二阶迎风差分格式。代码简单用于计算二阶迎风差分格式的fortran程序。-Fortran program about 2nd-upwind.
cfddd2
- Computtional Fluid Dynamics (CFD) steady 1-Dimensional convection and diffusionusing central differencing, upwind differencing, hybrid differencing and power law schemes11rawrarf
devolepvogolotta
- Computtional Fluid Dynamics (CFD) steady 1-Dimensional convection and diffusionusing central differencing, upwind differencing, hybrid differencing and power law schemes132132131
ldyf
- 对流扩散方程的六点迎风格式matlab编程-Six upwind scheme convection-diffusion equation
NHT_52
- 本程序实现了一维稳态无源项的对流-扩散方程的数值解法，采用的离散格式包括中心差分，一阶迎风，混合格式与QUICK格式。并画出其与精确解的比较。-This program implements a one-dimensional steady-state convection passive items- diffusion equations numerical solution, a discrete format used include center differential, the f
N-S
- 二阶迎风型TVD差分格式求解一维可压缩黏性流动问题N-S方程（FORTRAN语言版本） -Second-order upwind TVD Difference Scheme for Solving the one-dimensional compressible viscous flow problems NS equation (FORTRAN language version)
couette
- 以一阶迎风型离散格式和Chorin压力迭代求解二维Coutte流动问题-Discrete first order upwind scheme and Chorin pressure iterative solver dimensional flow problem Coutte
fang-qiang-liu
- 利用有限体积算法三阶迎风型QUICK离散格式和 人工压缩算法求解方腔流动问题 - use third-order upwind finite volume algorithm QUICK discreting scheme and artificial square compression algorithm to solve cavity flow problem
Upwind1d
- 一维可压缩黏性流动是气体动力学中最经典的黏性流动问题，采用迎风型差分算法进行数值求解。这里给出了计算一维可压缩黏性流动问题的计算程序。-One-dimensional compressible viscous flow is the most classic aerodynamic viscous flow problems, using upwind difference algorithm for numerical solving. Here is a computer program t
fvm_MAC_couette
- 不可压缩黏性流动的典型流动，有解析解，可以用来检验数值算法计算精度和可靠性。采用有限体积算法一阶迎风型离散格式进行数值求解。这里给出了计算二维不可压缩黏性流体流动问题计算程序，供大家学习参考。-A typical flow of an incompressible viscous flow, there are analytical solution, numerical algorithms can be used to test the accuracy and reliability. F
upwind
- 计算流体力学中的一接上风格式，通过简单的fortran语言编译-Computational Fluid Dynamics in a connected style style, simple fortran compiler
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
euler.f90
- 求解欧拉方程一维激波管问题，quick格式和123阶迎风格式-Solving Euler Square One- dimensional shock tube problem, quick format, and 123 order upwind scheme
finite-volume-method
- Use the finite volume method with (a) central and (b) upwind differencing to solve the one-dimensional steady convection and diffusion equation-solve the one-dimensional steady convection and diffusion equation
shus
- 本程序用以解决流体力学中2维激波管问题，采用的计算格式有SHUS（simple high-order upwind scheme） 格式和van-Leer格式-CFD,2-D shock-tube problem,simple high-order scheme(SHUS),van-Leer scheme.
B
- 一维可压缩黏性流动是气体动力学中最经典的黏性流动问题，对它采用迎风型 差分算法进行数值求解。-One-dimensional viscous compressible gas flow dynamics of the most classic viscous flow problems, use it upwind difference algorithm for numerical solving.
D
- 采用有限体积算法一阶迎风型离散格式进行数值求解。-Finite volume algorithm first order upwind discretization solved numerically.
F
- 本算例中采用有限体积算法三阶迎风型 离散格式对它进行数值求解-The example used in the third-order upwind finite volume method numerical solution of discrete format it
RDMK
- 几何活动轮廓GAC算法的源代码,用upwind和eno数值方法-Geometric active contour GAC algorithm source code, using upwind and eno numerical method
PSXTQBY
- 几何活动轮廓GAC算法的源代码,用upwind和eno数值方法-Geometric active contour GAC algorithm source code, using upwind and eno numerical method