MFILE556

TSC SIMULINK模型，分析不同初始化条件下换流情况(TSC SIMULINK model, analysis of different initialization conditions for the flow)

非线性容错控制：容错控制的一个简单的例子，用于非线性系统的容错控制。(Nonlinear Fault Tolerant Control: a simple example of a fault-tolerant control of fault-tolerant control for nonlinear systems.)

说明：  比较好的教材;Matlab经典教程——从入门到精通;Matlab内置的约束优化函数用法;Matlab求解有约束规划函数(Good teaching materials; MATLAB classic course -- from introduction to proficient; MATLAB built-in constrained optimization function usage; MATLAB solving constrained programming function)

一个计算3节点的电力系统潮流计算程序，请指教(matlab)

The code classification of a benchmark to evaluate the accuracy of binary images

说明：  跳频通信中模式相加的原代码（配合Mmod.m，reMmod.m,U.m）一起使用。（附MATLAB库函数说明）(The sum of frequency-hopping mode of communication in the original code (with Mmod.m, reMmod.m, Um) use. (With MATLAB library function description))

This is the presentation explaining implementation of DES algorithm.

这是一个用MATLAB语言编写的三分类BP程序,绘制了误差曲线(This is a MATLAB language with three BP classification procedures, rendering the error curve)

光伏电池的MATLAB仿真建模 提供多参数修改的用户界面 包括温度 光照强度等参数对电池模块的影响(MATLAB simulation of photovoltaic cells to provide multi-parameter model to modify the user interface, including light intensity, temperature and other parameters of the battery module)

　提高电源的动态响应　　非线性和复杂的系统是一个转换器　　电力电子的有趣的挑战。摘要介绍了　　设计和实现数字PID控制器使用　　混沌粒子群优化(复)提振　　转换器,提出了自动调优转换器的方法　　最优启动响应。当系统启动时,处理器　　单元分析了开环启动响应转炉和　　在一些迭代使用复准备最佳反应　　算法。使用逻辑映射混沌映射序列　　增加它的收敛速度和精度。模拟　　和实现结果显示提出的效率　　方法(Improving dynamic response of DC-DC converters which are nonlinear and complicate systems is an interesting challenge in power electronics. This paper presents the design and implementation of digital PID controller using the chaotic particle swarm optimization (CPSO) for a Boost converter and proposes an approach for auto tuning converter optimum startup response. When the system starts, processor unit analyses the open loop startup response of converter and prepares optimum response during some iteration using CPSO algorithm. Chaotic mapping using logistic map sequences increases its convergence rate and resulting precision. Simulation and Implementation results show efficiency of proposed approach)