资源列表
5-1
- 简单有限元计算程序。 NJF---结点自由度数 E---弹性模量 NE---单元数 T---板厚度 VM---泊松比 z---实型二维数组，用来存放结点坐标 ZJ---实型二维数组，用来存放每个约束自由度方向和该方向的约束值， ie---实型二维数组，存放布尔矩阵 p---实型一维数组，先存放等效结点载荷，解完方程后存放输出的结点位移 a,b,a---实型数组，存放各个单元的面积及由结点坐标计算的bi,bj,ci,cj g---实型数组,存放单刚子块
NONSAP
- 非线性有限元程序，NONSAP is a general finite element program for the nonlinear static and dynamic analysis of complex structures. The program is very flexible and was designed to be extended and modified by the user. In particular the program can easily be mo
FDTD_Electrical_Magnetic
- 基于电磁波方程，在时间域对电磁波场进行有限差分正演模拟。Helmhotz方程。-Based on the electromagnetic wave equation, in the time domain electromagnetic field of finite-difference forward modeling. Helmhotz equation.
shengjin
- 用盛金公式解一元三次方程aX3＋bX2＋cX＋d=0，（a，b，c，d∈R，且a≠0）。-Jin-Sheng Xie used the formula three times a dollar equation aX3 bX2 cX d = 0, (a, b, c, d ∈ R, and a ≠ 0).
felt-3.06-devel.src.tar
- C 开发的有限元软件，界面还可以，不错，可以试试。 FElt is a free system for introductory level finite element analysis. It is primarily intended as a teaching tool for introductory type courses in finite elements - probably in the mechanical/structural/civil fields. I
EM-FEM
- 用VC写得计算电磁学的有限元分析程序，供参考-Written by VC computational electromagnetics finite element analysis procedure, for reference
system_identifacation
- 系统辨识与建模 系统辨识与建模-System identification and modeling of system identification and modeling
Chap05
- 计算机常用数值算法与程序(C++版 ) Chap05 矩阵运算-Computer numerical algorithm and procedures used (C++ Version) Chap05 matrix calculation
kalman_intro.pdf.tar
- 卡尔曼滤波器详细介绍，-Kalman filter in detail
kalman
- 这是卡尔曼滤波算法用在数据融合中的程序实现，还包含了数据读入模块，在windows vc++ 6.0环境下测试没有问题，对于用卡尔曼做数据融合研究非常有帮助-This is the Kalman filter algorithm used in data fusion procedure to achieve, but also contains the data read into the module, in the windows vc++ 6.0 test environment the
1
- 一个optiFDTD计算表面等离子体的程序，对于学习fdtd法很有帮助-Calculation of a surface plasmon optiFDTD procedures FDTD method for learning useful
cminpack-1.0.1.tar
- 该程序实现了非线性最小二乘问题和非线性方程组的解法，且发布的环境是基于BSD的，不同于levmar在GPL环境下编写的程序。移植性提高！-The program achieved a nonlinear least squares problems and the solution of nonlinear equations, and the release of the environment is based on BSD, the GPL is different from the ci