资源列表
BETA_linprog
- 解决考虑载荷不确定性的连续体结构拓扑优化问题(Solving the problem of topology optimization considering the uncertainty of load)
基于backtracking和0.618的两种梯度下降直线搜索算法
- 本算法为凸优化中的常用优化算法：梯度下降算法。本程序由matlab编写，内含有注释，分别用非精确直线搜索和精确直线搜索两种方法实现了梯度下降算法。
2DPE
- 抛物方程能够快速对大区域电波传播特性做出预测，目前已经得到了广泛的应用。压缩包里给出了二维抛物方程的matlab程序(The parabolic equation can quickly predict the propagation characteristics of large region waves. It has been widely used at present. In this paper, a two-dimensional parabolic equation progr
solve_A
- 2015年大学生数学建模A题——太阳影子定位的具体问题求解的MATLAB源程序，内附详细txt文档说明。(The MATLAB source program for solving the specific problems of the sun shadow positioning in 2015, the mathematical modeling A of college students, with detailed descr iption of the TXT documents)
基于PCA法的故障检测（含matlab代码）
- 文档中包含了基于pca法故障检测的建模步骤，还有该方法的matlab实现，并附有关键代码的解释说明(The document contains the modeling steps based on the PCA fault detection, and the matlab implementation of the method, with the explanation of the key code.)
交通分配之用户均衡分配模型之三(matlab源码)
- 利用matlab实现了交通分配模型中的用户均衡，实例二。(Using MATLAB to realize the user equilibrium in the traffic distribution model, example two.)
凸优化大作业
- 凸优化等式约束问题的求解，包括例程及使用说明(Convex optimization equality constraint problem)
DA变换及上变频
- 用matlab实现ofdm系统中的DA转换和上变频到射频载波上。(Using MATLAB to implement the DA conversion in the OFDM system and up conversion to the radio frequency carrier.)
PCA
- 采用INP数据（145*145*200），该数据有16个类别， PCA进行数据降维，然后对降维数据采用kNN分类（k=1）。(Using INP data (145*145*200), the data has 16 categories, PCA carries out data reduction, and then uses kNN classification for dimensionality reduction data (k=1).)
matlab pID simulink 模块
- 应用PID技术在matlab软件中实现simulink仿真，此乃仿真模块。(The application of PID technology in the MATLAB software to achieve Simulink simulation, this is a simulation module.)
rls
- simulink的递推最小二乘法用s文件编译的(The recursive least square method of Simulink is compiled with s file)
coordinate.m
- 魔术公式轮胎模型，不同侧偏刚度，不同纵向滑移率下的轮胎纵横向力出图，m文件编写，可直接运行。(magic tire model. matlab/simulink m. coordinate model. magic tire model. matlab/simulink m. coordinate model)