代码搜索:多信号
找到约 10,000 项符合「多信号」的源代码
代码结果 10,000
www.eeworm.com/read/324404/13264472
m rx_combine.m
function [symbol_sequence,bit_sequence]=rx_combine(rx,channel,use_relay,mrc_rx);
%在接收端合并两路信号,并判决出发送信号序列
global signal;
global relay;
values2analyse=rx.signal2analyse;
switch rx.combining_
www.eeworm.com/read/315096/13552371
m f8_6.m
%实验信号
N=1024;
t=1:N;
%齿轮裂纹故障信号
fid=fopen('gearch1.dat','r');
sig=fread(fid,N,'int16');
fclose(fid);
%归一化
sig=(sig-mean(sig))/std(sig,1);
%采样频率
fs=10000;
%时域波形
figure(1)
plot(t/fs,sig);
www.eeworm.com/read/315096/13552374
m f8_3.m
%实验信号
N=1024;
t=1:N;
%滚动体故障信号
fid=fopen('rCH4.dat','r');
sig=fread(fid,N,'int16');
fclose(fid);
%归一化
sig=(sig-mean(sig))/std(sig,1);
%采样频率
fs=10000;
%时域波形
figure(1)
plot(t/fs,sig);
xl
www.eeworm.com/read/315096/13552375
m f8_5.m
%实验信号
N=1024;
t=1:N;
%齿轮点蚀故障信号
fid=fopen('gearch9.dat','r');
sig=fread(fid,N,'int16');
fclose(fid);
%归一化
sig=(sig-mean(sig))/std(sig,1);
%采样频率
fs=10000;
%时域波形
figure(1)
plot(t/fs,sig);
www.eeworm.com/read/315096/13552429
m f15_3.m
% 使用Haar小波,得到相应的提升方案
lshaar = liftwave('haar');
% 添加ELS 到提升方案
els = {'p',[-0.125 0.125],0};
lsnew = addlift(lshaar,els);
% 对于简单信号,尺度为1进行LWT
x = 1:8;
[cA,cD] = lwt(x,lsnew);
% 对上面的信号,进行整数LWT
l
www.eeworm.com/read/315096/13552430
m f15_1.m
% 使用Haar小波,得到相应的提升方案
lshaar = liftwave('haar');
% 添加ELS 到提升方案
els = {'p',[-0.125 0.125],0};
lsnew = addlift(lshaar,els);
% 对于简单信号,尺度为1进行LWT
x = 1:8;
[cA,cD] = lwt(x,lsnew)
% 对上面的信号,进行整数LWT
ls
www.eeworm.com/read/314196/13571824
m dfs.m
function [Xk] = dfs(xn,N)
% 计算离散付利叶级数(DFS)系数
% ---------------------------------------------
% [Xk] = dfs(xn,N)
% Xk = 在0
www.eeworm.com/read/308467/13700605
m rcosine_filter.m
Fd= 1; %输入信号的采样率
Fs = 8; %输出信号的采样率
Delay = 3; %滤波器的群时延
R = 0.5; %滚降因子
[yf,tf] = rcosine(Fd,Fs,'fir',R,Delay);
plot(yf)
grid
xlabel('Time')
ylabel('Amplitude');
% impz(rrcfilter,1); % 另外一种
www.eeworm.com/read/305249/13776042
m example2_5_1.m
load noisdopp; %装载信号
s = noisdopp;
[swa,swd] = swt(s,1,'db1'); %完成信号的单尺度一维离散平稳小波分解
whos
figure(1);
subplot(1,2,1), plot(swa); %显示低频和高频部分
title('Approximation cfs')
subplot(1,2,2), plot(swd);
www.eeworm.com/read/302325/13837773
m dfs.m
function [Xk] = dfs(xn,N)
% 计算离散付利叶级数(DFS)系数
% ---------------------------------------------
% [Xk] = dfs(xn,N)
% Xk = 在0