登录
首页 » matlab » wavelet_example

wavelet_example

于 2020-11-23 发布 文件大小:84KB
0 303
下载积分: 1 下载次数: 191

代码说明:

  小波变换的例子, 小波变换的例子, 小波变换的例子, 小波变换的例子,(wavelet transform example, wavelet transform example, Wavelet Transform example, wavelet tra nsform example,)

文件列表:

小波分析理论与Matlab7实现例程
.............................\content.txt
.............................\小波分析理论与Matlab 7实现:下载资料
.............................\....................................\Ch10
.............................\....................................\....\exam10_1.m
.............................\....................................\....\exam10_10.m
.............................\....................................\....\exam10_11.m
.............................\....................................\....\exam10_12.m
.............................\....................................\....\exam10_13.m
.............................\....................................\....\exam10_14.m
.............................\....................................\....\exam10_15.m
.............................\....................................\....\exam10_16.m
.............................\....................................\....\exam10_2.m
.............................\....................................\....\exam10_3.m
.............................\....................................\....\exam10_4.m
.............................\....................................\....\exam10_5.m
.............................\....................................\....\exam10_6.m
.............................\....................................\....\exam10_7.m
.............................\....................................\....\exam10_8.m
.............................\....................................\....\exam10_9.m
.............................\....................................\Ch11
.............................\....................................\....\例程11-1.m
.............................\....................................\....\例程11-10.m
.............................\....................................\....\例程11-11.m
.............................\....................................\....\例程11-12.m
.............................\....................................\....\例程11-13.m
.............................\....................................\....\例程11-14.m
.............................\....................................\....\例程11-15.m
.............................\....................................\....\例程11-2.m
.............................\....................................\....\例程11-3.m
.............................\....................................\....\例程11-4.m
.............................\....................................\....\例程11-5.m
.............................\....................................\....\例程11-6.m
.............................\....................................\....\例程11-7.m
.............................\....................................\....\例程11-8.m
.............................\....................................\....\例程11-9.m
.............................\....................................\Ch12
.............................\....................................\....\exam12_1.m
.............................\....................................\....\exam12_10.m
.............................\....................................\....\exam12_11.m
.............................\....................................\....\exam12_12.m
.............................\....................................\....\exam12_13.m
.............................\....................................\....\exam12_2.m
.............................\....................................\....\exam12_3.m
.............................\....................................\....\exam12_4.m
.............................\....................................\....\exam12_5.m
.............................\....................................\....\exam12_6.m
.............................\....................................\....\exam12_7.m
.............................\....................................\....\exam12_8.m
.............................\....................................\....\exam12_9.m
.............................\....................................\Ch13
.............................\....................................\....\examp13_1.m
.............................\....................................\....\examp13_10.m
.............................\....................................\....\examp13_11.m
.............................\....................................\....\examp13_12.m
.............................\....................................\....\examp13_13.m
.............................\....................................\....\examp13_14.m
.............................\....................................\....\examp13_15.m
.............................\....................................\....\examp13_16.m
.............................\....................................\....\examp13_17.m
.............................\....................................\....\examp13_18.m
.............................\....................................\....\examp13_19.m
.............................\....................................\....\examp13_2.m
.............................\....................................\....\examp13_20.m
.............................\....................................\....\examp13_21.m
.............................\....................................\....\examp13_22.m
.............................\....................................\....\examp13_23.m
.............................\....................................\....\examp13_24.m
.............................\....................................\....\examp13_25.m
.............................\....................................\....\examp13_3.m
.............................\....................................\....\examp13_4.m
.............................\....................................\....\examp13_5.m
.............................\....................................\....\examp13_6.m
.............................\....................................\....\examp13_7.m
.............................\....................................\....\examp13_8.m
.............................\....................................\....\examp13_9.m
.............................\....................................\Ch14
.............................\....................................\....\例程14-1.m
.............................\....................................\....\例程14-10.m
.............................\....................................\....\例程14-11.m
.............................\....................................\....\例程14-12.m
.............................\....................................\....\例程14-13.m
.............................\....................................\....\例程14-2.m
.............................\....................................\....\例程14-3.m
.............................\....................................\....\例程14-4.m
.............................\....................................\....\例程14-5.m
.............................\....................................\....\例程14-6.m
.............................\....................................\....\例程14-7.m
.............................\....................................\....\例程14-8.m
.............................\....................................\....\例程14-9.m
.............................\....................................\Ch15
.............................\....................................\....\例程15-1.m
.............................\....................................\....\例程15-2.m
.............................\....................................\Ch16
.............................\....................................\....\examp16_1.m
.............................\....................................\....\examp16_10.m
.............................\....................................\....\examp16_11.m
.............................\....................................\....\examp16_12.m
.............................\....................................\....\examp16_13.m
.............................\....................................\....\examp16_14.m

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • work
    说明:  有小波分解求小波熵,还有小波包技术求解信号特征,适应与分析脑电信号特征(Seeking a wavelet decomposition wavelet entropy, and wavelet packets technique to solve the signal characteristics, and analysis of EEG characteristics of adaptation)
    2011-03-02 19:53:44下载
    积分:1
  • DWTsimplefusion
    这是基于小波变换的图像融合程序,附带融合图像(This is based on the wavelet transform image fusion procedures, fringe Image Fusion)
    2020-06-26 06:20:02下载
    积分:1
  • 脉搏信号分析 pulse
    脉搏信号分析 (1)设计滤波器,实现对脉搏信号的噪声抑制和基线纠漂; (2)时域分析:波形特征检测; (3)功率谱分析:对消噪后的信号进行功率谱分析。要求计算信号的功率谱,功率谱峰值,峰值频率。 (Pulse signal analysis (1) design the filter, to achieve the pulse signal noise suppression and baseline drift correction (2) time-domain analysis: waveform feature detection (3) power spectral analysis: noise cancellation signal after the power spectrum analysis . Require calculation of the signal power spectrum, peak power spectrum, peak frequency.)
    2011-07-13 09:56:01下载
    积分:1
  • MyWaveletDenoise小去噪
    说明:  小波变换去噪方法,过滤高频低频波,C++代码(Wavelet transform denoising method, filtering high frequency low frequency wave, C ++ code)
    2020-05-09 17:38:51下载
    积分:1
  • yinpin_shuiyin
    一种基于DWT小波变换的数字音频水印嵌入方法,供大家参考学习(Based on the the DWT wavelet transform digital audio watermark embedding method for your reference learning)
    2013-01-05 09:29:21下载
    积分:1
  • fft
    说明:  用于计算一个实数或复数序列的离散傅里叶变换和一个复数序列的逆离散傅里叶变换(fast fourier transform subroutine for real valued series)
    2020-06-24 20:00:02下载
    积分:1
  • abr_filter
    自己编写的αβγ滤波器工具函数,能够实现其滤波和平滑功能(Αβγ filter tool to write your own functions to achieve its filtering and smoothing function)
    2012-10-09 15:16:45下载
    积分:1
  • fjxhfj
    实现db6小波提升变换,对信号进行5层分解和重构。另外被屏蔽的部分为离散小波变换。(Enhance the realization of wavelet transform db6, 5 layers of signal decomposition and reconstruction. In addition to being part of shielding DWT.)
    2009-06-08 16:58:58下载
    积分:1
  • xiaobobianhuanjiancehuibo
    本程序是在labview中利用小波变换理论检测回波(This procedure is in the use of wavelet transform theory labview echo detection)
    2011-09-04 11:12:47下载
    积分:1
  • wave_denoise
    对信号进行小波去噪再重构,针对不同分解层次的高频系数,采用分层阈值方式来量化高频系数。(Signal is carried out the wavelet denoising again reconstructed to quantify high-frequency coefficients, high-frequency coefficients for different levels of decomposition, hierarchical threshold.)
    2021-04-16 20:28:53下载
    积分:1
  • 696518资源总数
  • 106222会员总数
  • 14今日下载