资源列表
fem(-fortran)
- 有限元 fortran 程序 网格剖分 一维存储 刚度矩阵 数值求解-Fortran program fem
Outside-the-penalty-function-method
- 外点罚函数方法，可以用来求解约束优化问题，也可以用来被调用在智能算法中-Point outside the penalty function can be used for solving constrained optimization problems, can also be used in intelligent algorithm called
CFD
- 本程序源码为二维激波管求解欧拉方程，采用Fortran语言编写-The program source code for the two-dimensional shock tube solution Euler equations, using the Fortran language
Preconditioned_Conjugate_Gradient_Method
- 用C语言写的预处理共轭梯度法求解线性方程组的程序-Preconditioned Conjugate Gradient Method with C Language for solving linear system of equations
code
- 共轭梯度的几种方法对标准函数的测试结果比较 附比较结果-Several conjugate gradient method of function test criteria attached to the results of the comparison results
fortran-c-ANSYs
- 有限元分析源程序(包括f,c,ANSYS三者衔接)-Finite Element Analysis of source code (including the f, c, ANSYS three convergence)
winpp0
- 用来求解非线性系统中分岔,混沌,周期,准周期等动力学,可以求数值解,也可画图,只要知道系统模型,可以根据需要自由修改参数,软件带有使用说明,简单易懂-Used to solve nonlinear systems in the bifurcation, chaos, periodic, quasi-periodic dynamics, etc., you can seek numerical solutions, but also drawing, as long as know the sys
SPH3DOnTheBook
- Dr. Liu 在《光滑粒子流体动力学--一种无网格方法》一书中提供的光滑粒子流体动力学（SPH）源程序，采用Fortran语言编写，用于计算可压缩流体力学问题。-Dr. Liu in the " Smooth Particle Hydrodynamics- a meshless method," a book provided by the smooth particle hydrodynamics (SPH) source code, using Fortran langu
Eigenvalue
- 用QR分解来求矩阵的全部特征值 包括：QR分解，矩阵转置，；矩阵求逆，矩阵相乘，最后迭代得出特征值-With QR decomposition to the full matrix eigenvalue include: QR decomposition, matrix transpose, matrix inversion, matrix multiplication, and finally reached eigenvalue iteration
vagf
- comsol软件采用有限元方法模拟表面等离子体激元的电磁场性质-the comsol software using the finite element method simulation of surface plasmon
burgers
- 大名鼎鼎的burges 方程的Fortran语言程序。Burges方程式源项为零的NS方程，在某些情况下市很有用的。-Famous burges equation Fortran language program. Burges equation source term to zero NS equations, in some cases, city, very useful.
libmesh-0.7.0.3.tar
- 处理六面体，四面体，四边形和三角网格。拉格朗日，层次，以及单项有限元。接口PETSc解，自适应网格加密，和极端portablility -Handling hexahedral, tetrahedral, quadrilateral and triangular meshes. Lagrange, level, and the individual finite element. PETSc solution interfaces, adaptive mesh refinement, and e