资源列表
vmd-verify3
- vmd分解程序，修改版，可以用于处理实测振动信号。-vmd decomposition process, a modified version can be used for processing the measured vibration signal.
fluorescence
- MATLAB荧光光谱数据处理程序。根据光谱数据用MATLAB画图（包括三维荧光光谱图、等高线图、激发光谱图、发射光谱图）。最后得出定量测量曲线，回归方程和相关系数。-MATLAB fluorescence spectrum data processing program.According to the spectral data with MATLAB drawing (including three-dimensional fluorescence spectra, contour maps
hrrp
- 简单的使用*.ffe文件返回值计算一维距离像的小程序-Simple to use* .ffe file returns the value calculated the one-dimensional image of the applet
VMD
- VMD用于信号去噪，去噪效果优于EMD，是EMD算法的一种改进算法-VMD for signal denoising, denoising effect is better than EMD, EMD algorithm is an improved algorithm
pso-svm-prediction
- 该程序是基于粒子群算法优化支持向量机中的正则化参数C和核函数参数K的算法，实现了对电力负荷的短期预测，预测效果较好，可根据自己要求进行更改。-The algorithm is based on particle swarm optimization algorithm to optimize regularization parameter C and kernel function parameter K in support vector machine. It realizes the s
xuanbiliang
- 采用模态叠加法和Newmark方法求解悬臂梁的响应，可以直接运行，经验证程序正确-Modal superposition method and Newmark method for solving cantilever response, and can directly run the program properly validated
Three-phase
- 三相单目标配电网重构MATLAB程序，可直接使用，注释详细，便于初学者学习-Three-phase single-target distribution network reconstruction MATLAB program, can be used directly, detailed annotations for beginners to learn
zhendongliedu
- 柴油机及其他动力振动系统，振动烈度的计算-Diesel engines and other power vibration system, vibration intensity calculation
广义s变换
- 广义S变换 结合了小波变换和短时傅里叶变换的特点，是时频分析领域中一个较新的内容，现在在信号处理，地震勘探，语音识别等领域都开始了对它的应用研究，是目前的一个热点
fiber_ssf
- 光纤中利用分步傅里叶法对非线性薛定谔方程进行仿真,完整程序，值得参考，有注释-Optical fiber using fractional Fourier method in the simulation on nonlinear schrodinger equation
pi4QPSK
- 程序实现了基于MATLAB的pi/4 QPSK的仿真,系统在相同条件下，对加噪声和没有噪声的情况，分别画出了它的眼图分析其性能，及已调制信号的时域波形和频谱。-The program realizes the simulation of pi/4 QPSK based on MATLAB. Under the same condition, the system draws its eye diagram to analyze the performance of the noise and n
Rouge-Kutta
- 利用J-A模型求解磁滞回线时，使用龙格库塔四阶方法求解微分方程的代码，并可以将求解结果直接绘制成磁滞回线图像-When the J-A model is used to solve the hysteresis loop, the Runge-Kutta fourth-order method is used to solve the differential equation code, and the solution result can be directly drawn as the