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Lifurong_zhanbo
经典的buck电路的matlab仿真，可以修改自己电路中的电感电容等参数直接应用到自己电路的仿真中。(This is a buck cuicrt simulation,and you can set your L C R in this curcit.)
- 2011-10-13 16:40:58下载
- 积分：1
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qingmeng
分析了该信号的时域、频域、倒谱，循环谱等,小波包分析提取振动信号中的特征频率，各种kalman滤波器的设计。( Analysis of the signal time domain, frequency domain, cepstrum, cyclic spectrum, etc. Wavelet packet analysis to extract vibration signal characteristic frequency, Various kalman filter design.)
- 2016-12-13 10:40:32下载
- 积分：1
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amplify-and-forward
code for amplify and forward
- 2011-02-12 16:57:58下载
- 积分：1
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gaussandsine
时域有限差分方法 1维 产生正弦波和高斯波
犹他州大学程序(fdtd method 1D sinewave and gausswave
www.ece.utah.edu)
- 2012-11-20 08:29:02下载
- 积分：1
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chap7
adaptive control of class of nonlinear system
- 2012-09-28 12:58:45下载
- 积分：1
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adaptive_filter
LMS algorithm for adaptive filtering. Worth seeing.
- 2011-05-23 16:19:39下载
- 积分：1
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NMF.tar
NMF常用源码。需要的拿去。NME常用MATLAB源码。(NMF common source. Need to take. NME used MATLAB source.)
- 2013-11-16 21:34:57下载
- 积分：1
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Transmissionlines.m
An program for transmission line is given in this file.For Short the length is 80 km,for medium 80 to 250 km and for long transmission length is given by 250 km above.
- 2014-01-24 19:33:01下载
- 积分：1
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pisa
在计算机上产生一组实验数据，首先产生一段零均值白噪声数据u（n）,令功率为 ，让u(n)通过一个三阶FIR：
得到y(n). .y(n)上加三个实正弦信号f1’=0.1,f2’=0.25,f3’=0.26调整 和正弦信号幅度信噪比大致为10dB,50dB,50dB. (1) 令N=256,描绘xn波形；
(2)得出真实功率谱密度 .
(3) 利用此实验数据Pisarenko谐波分解法估计该实验数据的正弦频率及幅度。
(On the computer to generate a set of experimental data, first generate a zero mean white noise data u (n), so that power, let u (n) through a third-order FIR: get y (n).. Y (n) added three real sinusoidal signal f1 ' = 0.1, f2' = 0.25, f3 ' = 0.26 and sine signal amplitude adjustment signal to noise ratio is approximately 10dB, 50dB, 50dB. (1) that N = 256, depicted xn waveform (2) the true power spectral density obtained. (3) using this experimental data, Pisarenko harmonic decomposition method to estimate the experimental data of the sinusoidal frequency and amplitude.)
- 2010-10-22 11:17:41下载
- 积分：1
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Desktop
用趋近律方法设计的滑膜控制器算法例程，模型对象为G(s)=133/s(s+25).(Reaching law designed by synovial controller algorithm routines, model objects for the G (s) = 133/s (s+25).)
- 2011-04-21 15:58:30下载
- 积分：1
