资源列表
relation_dtft_dft_fft
- 说明连续时间傅里叶变换与DTFT、DFT之间的关系，及由FFT求连续时间傅里叶变换的方法。文档说明加MATLAB代码-This project is about the relationship of CTFT, DTFT and DFT, how to calculating CTFT by using FFT. This project contains document and matlab code.
ex2_1102121057
- 雷达课程作业，阵列天线波束形成，脉冲压缩， MTI 滤波器设计，3变T 六脉冲对消 MTI， 非相干积累 恒虚警处理， 和差波束分析。-Radar course work, the array antenna beam forming, pulse compression the MTI filter design, 3 variant T six-pulse MTI cancellation, non-coherent accumulation CFAR and difference beam
MTD-with-FFT-and-FIR
- 雷达matlab小程序：用ＦＦＴ和FIR两种方法实现MTD。对新手加深理解很有用-Radar matlab applet: FFT and FIR are two ways to achieve the MTD. Useful for the novice to deepen understanding
Barker_ambig
- 计算和绘制模糊函数的巴克码 计算模糊函数 利用FFT通过结合多个范围切-Compute and plot the ambiguity function for a Barker code Compute the ambiguity function by utilizing the FFT through combining multiple range cut
MXFEM1d3
- XFEMz准静态,部分编程计算的源代码，断裂力学方面的-XFEM QUASISTATIC VARIABLE
frft
- 矩形信号的frft（分数傅里叶变换wigner_ville_1.m 单分量信号去噪 wigner_ville_2.m 双分量平行信号去噪 wigner_ville_3.m 3分量信号频率检测）分数傅里叶变换是经典傅里叶变换的另一种改进方式。它的主要特点是提供研究对象从时间域到频率域全过程的综合描述，随着阶数从0连续增长到1，分数傅里叶变换展示出研究对象从纯时间域逐步变化到纯频率域的所有变化特征。因此，分数傅里叶变换提供了远比傅里叶变换多得多的可供选择的数据处理和分析方法。-The rec
Cultural-algorithms
- 文化算法解决非线性无约束函数优化程序，结果可得到全局最优解-Cultural algorithms solve nonlinear unconstrained function optimization program
heat_1d
- Heat Transfer with CRANK NICOLSON Method-Heat Transfer with CRANK NICOLSON Method
Neural-network-data-prediction
- 神经网络的数据预测—电力负荷预测模型研究,带有数据，调 试过，可以运行，希望对大家有帮助-Neural network data prediction- the power load forecasting model with data, debugging, you can run, and I hope for all of us to help
Genetic-algorithm-optimization-
- 遗传算法的优化计算——建模自变量降维，调试过，可以运行，希望对大家有帮助-Genetic algorithm optimization calculation- modeling argument dimensionality reduction, debugged, you can run, and I hope for all of us to help
ID31
- 用ID3算法估算打网球的天气决定因素，本代码是对天气问题的训练集建树的。-With ID3 algorithm to estimate the weather to play tennis determinants, the code is established training set of weather problems.
aa11
- 闭环系统的奇异值曲线仿真和其鲁棒性能分析-Singular value of the closed-loop system curve simulation and robust performance analysis