资源列表
C-N
- 用Crank-Nicolson差分格式计算抛物型方程初值问题的解，偏微分方程解-Throw the diffusion equation initial value problem solution, calculated with the Crank-Nicolson Difference Scheme for Partial Differential Equations
Five
- 利用五点差分格式计算近似Dirichlet问题，取步长1，试用Jacobi迭代、Guass-Seidel迭代和SOR迭代求解-The five-point difference scheme to calculate the approximate Dirichlet problem, take a step a trial Jacobi iterative the on Guass-Seidel iteration and SOR iterative solution
wudianchafen
- 用显式差分格式计算双曲线方程初边值问题的解，用显式差分格式求数值解-Explicit Difference Schemes for computing the solution of initial boundary value problem in hyperbolic equations, numerical solution Explicit Difference Scheme
binariesMethods
- java algorithm part source limits functionm
fetchFile
- another proyect check it algorithm
computation
- 计算机小程序,是基于vc环境的一个用于实现的计算的功能 -this program is user for computation
stag
- 采用有限容积法在直角坐标结构化交错网格上求解N-S方程的程序，采用迎风格式和中心差分格式。-This package contains the code for solving Navier-Stokes equations using Cartesian grids and staggered arrangement of variables. Upwind or central differencing can be chosen for convective terms
1d
- 一位对流-扩散方程（稳态或非稳态）求解程序。-Program for solving the steady and unsteady one-dimensional convection/diffusion equation.
Rolling-regression
- 滚动回归与按回归系数的分位点进行分组，比较组合收益差异-Rolling regression and regression coefficients of the sub-sites are grouped to compare the combination of income differences
2dc
- 直角坐标中用有限容积法、同位网格上计算二维对流-扩散方程的程序及其后处理程序，对流项采用迎风格式，扩散项采用中心差分，可选用三种求解方式，包括x或y方向的线迭代和不完全LU分解。-This package contains several computer codes for solving two-dimensional heat and fluid flow problems using Cartesian grids. The upwind or central differen
SAR-satellites
- 利用SAR卫星在多个时刻的位置和速度信息，计算出任意象元成像时刻卫星的位置，拟合出SAR卫星的轨道模型。-Using SAR satellite in multiple time position and velocity information to calculate as the image element imaging time satellite position, fitting the SAR satellite orbital model.
3dc
- 采用有限容积法计算直角坐标系同位网格上的三维N-S方程的程序，具体见内部的readme文件。-This package contains the code for solving the steady three-dimensional Navier-Stokes equations using Cartesian grids and colocated arrangement of variables. Please read the readme in files for furth