搜索资源列表
DCD
- DCD差分格式求解激波在刚性楔面上反射问题-DCD difference scheme for solving the shock wave in a rigid wedge surface reflection
lax_1d
- LAX一维激波管，利用LAX差分格式解一维激波管问题-LAX one-dimensional shock tube
cfd
- 主控方程为一维线化Euler方程，采用无反射边界条件，时间推进采用前差格式，内部流场计算采用中心差分格式。-govern equation for the one-dimensional linearized Euler equations, the use of non-reflective boundary conditions, time advancing front differential format, the internal flow field is calculated u
theta_geshi
- 抛物型方程的加权隐式差分格式程序，通过该程序读者可以不同选择 加权因子 THETE 可以得到四种不同的差分格式。-Parabolic equations weighted implicit difference scheme program, through the program readers the different options the weighting factor THETE can get four different differential format.
ADE-Crank-Nicolson
- 对流扩散方程的Crank-Nicolson差分格式程序-Crank-Nicolson difference scheme of the convection-diffusion equation program
yinshishi
- 清华大学版 偏微分方程数值解 中扩散方程的隐式差分格式程序-Tsinghua University Edition partial differential equations numerical solution of the diffusion equation implicit difference scheme program
erweikuosanjinjiCN823
- 二维扩散方程紧致差分格式程序 误差（ti^2+h^4）-Compact difference scheme for two-dimensional diffusion equation program error (ti ^ 2+h ^ 4)
five-point-difference-scheme
- 椭圆型方程五点差分格式程序，非常简单及使用-Elliptic equations five-point difference scheme program is very simple and use
MacCormack_1DSolver
- 一维MacCormack差分格式求解器求解激波关问题-One-dimensional MacCormack difference scheme solver. Solving shock related issues
UpwindTVD_1D
- 二阶迎风型差分格式求解一维可压缩黏性流动问题-The second-order upwind difference scheme for solving one-dimensional compressible viscous flow problems
UpwindTVD_1D_fortran
- 二阶迎风型 差分格式求解一维可压缩黏性流动问题fortran语言-The second-order upwind difference scheme for solving one-dimensional compressible viscous flow problem fortran language
matlab
- 五点差分格式解重调和问题，采用适当的技巧将其分解成两个Possion方程求解-Five-point difference scheme solution Biharmonic
45782156455
- 利用差分格式求解二维平面激波反射问题Fortran语言!!!!!!!!!!利用差分格式求解二维平面激波反射问题Fortran语言-Using difference scheme to solve two-dimensional planar shock wave reflection problem Fortran language !!!
gauss11
- 焊接温度场二维matlab程序，采用有限差分格式-Welding temperature field 2D matlab program, using the finite difference scheme
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
warmingbeam
- 利用fortran语言编写的通过beamwarming差分格式求解一维激波管黎曼问题。-Fortran language through beamwarming difference scheme for solving one-dimensional shock tube Riemann problem.
Untitled-
- 偏微分方程中关于有限差分的其中一个格式，向前差分格式-failed to translate
122
- 对 -方法导出的几种隐式差分格式编程实现求出数值解；估计数值解的误差界；大致比较几种不同格式的优劣；结合格式的相容性、稳定性和收敛性条件简单分析计算结果-- Export several implicit difference scheme for programming to find the numerical solution estimated error bounds for the numerical solution rough comparison of the pros a
112
- 按照给定的差分格式编程实现求出数值解；结合格式的相容性和收敛性条件简单分析计算结果。-Numerical solution obtained in accordance with the given differential format programming combined format compatibility and convergence conditions simple analysis of the calculation results.
114
- 1.理解显式差分格式的依赖区域。写出所给微分方程的依赖区域。 2.会求显式差分格式的截断误差。 3.能写出显式差分格式的CFL条件，显式差分格式的稳定性条件，写出显式差分格式的收敛性条件。 -Understanding the explicit difference scheme dependent region. Write to differential equations dependent region. 2 will seek explicit difference sch