Solutions-for-SCADA-system-Communication-Reliabil

说明：  像素聚类区域成长法－－ 顾名思义，此方法从一个种子像素开始，通过如平均灰度，组织纹理及色彩等性质的判断，将具有类似性质的像素逐一纳入所考虑的区域中，使此区域由种子逐渐成长成一个性质相似的图像区块。(pixel clustering method regional growth-- the name implies, this method from a seed pixels, through such as average gray, the color and texture organizations such as the nature of judgment, with similar to the nature of each pixel into consideration the region, so this area has gradually grown from seed into a nature similar to the image block.)

经典泊松方程的matlab数数值求解程序代码。可直接使用。 (Matlab the number of values ​ ​ of the classical Poisson equation solver code. Can be used directly.)

包含多种滤波模型算法，包括卡尔曼滤波模型，IMM滤波模型(Includes a variety of filter model algorithms, including Kalman filtering model, IMM filter model)

说明：  ssb vsb dsb am modulation with matlab

互信息盲源分离，这基于这么一个事实，混合信号的互信息最小时，意味着信号独立。可以参考有关书籍。在google里面，搜索mutual information blind source separation.即可搜到文章。(mutual information Blind Source Separation, such a fact-based, mixed-signal information in the most hours of each other, mean signal independence. Can reference to the books. Google the inside, Search mutual information blind source separation . that article can be found.)

mli with capacitor clamp inverter

说明：  This is an E-book for signal processing using MATLAB.

Matlab动态仿真在混沌控制与同步中的应用研究 摘 要:针对在分析非线性系统混沌行为时较为复杂这一问题,采用一般的数值计算方法,提出了利用Mat2 lab对混沌系统进行建模和动态仿真的方法.以蔡电路和洛伦兹系统为例,分析了其动态仿真在混沌控制与 同步中的应用(Dynamic simulation in Matlab Chaos Control and Synchronization of the Applied Research Abstract: In view of the analysis of chaotic behavior of nonlinear systems when the more complex the problem, using a general numerical method is proposed for chaotic systems using Mat2lab modeling and dynamic simulation method. to Cai circuit and Lorenz system as an example, an analysis of the dynamic simulation in the Chaos Control and Synchronization Application)

用来仿真fsk PSK 误码率用来仿真fsk PSK 误码率(simulate the ber of fsk and psk)

多目标粒子群算法求解模糊多目标的问题，快速有效。(Application of Multi-Objective Particle Swarm Optimization to Solve a Fuzzy Multi-Objective Reliability Redundancy Allocation Problem)