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说明：  通信信号的调制信息包含在信号的瞬时幅度、相位、频率的变化之中，不同的信号其频谱也呈现不同的特征，通过提取瞬时幅度、相位、频率以及频谱的参数统计特征，可以识别不同的通信信号。通常是利用对瞬时幅度、瞬时相位，瞬时频率和信号功率谱进行某种变换而得到可以明显区分各种信号的特征参数。(Communication signal modulation information is contained in the signal instantaneous amplitude, phase, frequency changes, the spectrum of different signals also show different characteristics, by extracting the instantaneous amplitude, phase, frequency and statistical characteristics of the parameters of the spectrum, you can identify different communication signals. Usually by the use of instantaneous amplitude, instantaneous phase, instantaneous frequency and signal power spectrum a transformation which can be clearly distinguished by the characteristic parameters of various signals.)

MATLAB小波变换在发动机故障、齿轮故障诊断中应用的三个程序代码，非常实用(Three application of the MATLAB wavelet transform engine failure, gear fault diagnosis code, very useful)

利用simulink仿真PID闭环跟随器，其中利用的S函数的编程(Simulink simulation PID closed loop follower, including the use of the S-function programming)

利用ＭＡＴＬＡＢ软件对不同偏振光在真空、各向同性介质、线型各向异性介质以及圆型各向异性介质中的传播过程进行了三维动态模拟(Different polarized light propagation in vacuum, isotropic medium, linear anisotropic media, as well as round anisotropic media, three-dimensional dynamic simulation using MATLAB software)

Brushless motor control

signal detection in a 8x8 system using qrdm algorithm

关于MATLAB使用方面的介绍书籍，能快速帮助你使用MATLAB。(On MATLAB introduce the use of books, can quickly help you use MATLAB.)

实现对视频的三维重建和simulink仿真，对子系统进行封装(To achieve the three-dimensional reconstruction and simulink video simulation package on the subsystem)

Nonlinear Homework Problem - Shahrood university- session 22

利用自然梯度算法，IMC-PID是利用内模控制原理来对PID参数进行计算，虚拟力的无线传感网络覆盖，包含了阵列信号处理的常见算法，关于小波的matlab复合分析，代码里有很完整的注释和解释，采用波束成形技术的BER计算，使用大量的有限元法求解偏微分方程。( Use of natural gradient algorithm, The IMC- PID is using the internal model control principle for PID parameters is calculated, Virtual power wireless sensor network coverage, Contains a common array signal processing algorithm, Matlab wavelet analysis on complex, Code, there are very complete notes and explanations By applying the beam forming technology of BER Using a large number of finite element method to solve partial differential equations.)