代码搜索：Raspberry Pi
找到约 10,000 项符合「Raspberry Pi」的源代码
代码结果 10,000
www.eeworm.com/read/229930/14311888
m music2.m
clear;
format long;
c=3*10.^8;
L=10;
sam=128*2;
N=128*2;
w1=1;
w2=1;
phase=0;
snr=10;
Amp=sqrt(2*10^(snr/10));
lamta=c/w1;
len=lamta/2;
P1=42*pi/180;
P2=47*pi/180;
%P;
for t=1:sa
www.eeworm.com/read/229929/14311891
m music1.m
% the data of signal
clear;
format long;
c=3*10.^8; % speed of light
L=8; % the number of array
sam=128*2;
N=128*2;
w1=1000;
w2=1001;
w3=1002;
w4=1003;
phase=0;
%Amp=
www.eeworm.com/read/229927/14311895
m fourth_order_music1.m
% the data of signal
clear;
format long;
c=3*10.^8;
L=6;
sam=128*2;
N=128*2;
f1=1000;
f2=1000;
snr=0;
Amp=sqrt(2*10^(snr/10));
lamta=c/f1;
len=lamta/2;
%*****************************
www.eeworm.com/read/229926/14311897
m esprit2.m
% the data of signal
clear;
format long;
c=3*10.^8;
L=6;
m=L-1;
sam=256;
N=256;
w1=1;
w2=1.2;
phase=1;
%lamta=c/w1;
%len=lamta/2;
len=1/2;
for nn=1:11;
snr=3*(nn-1);
Amp=sqrt
www.eeworm.com/read/127036/14387573
m exa060702_2.m
%--------------------------------------------------------------------------
% exa060702_2 , for example 6.6.2 and 6.7.2;
% to test buttord.m and butter.m;
% to design a Butterworth Bandpass digital
www.eeworm.com/read/127036/14387580
m exa020502.m
%-------------------------------------------------------------------------
% exa020502.m, for example 2.5.2 and fig 2.5.6,
%------------------------------------------------------------------------
www.eeworm.com/read/127036/14387631
m exa030202.m
%----------------------------------------------------------------------------
% exa030202, for example 3.2.2 and fig 3.2.4
% to explain how to unwrap the phase
%------------------------------------
www.eeworm.com/read/227881/14407004
m frank_seq.m
function s=frank_seq(sqL,L,p)
s=zeros(1,L);
for n=1:1:sqL
for k=1:1:sqL
s((n-1)*sqL+k)=exp(i*2.*pi*(n-1)*(k-1)*p/sqL);
end
end
www.eeworm.com/read/227861/14408191
m exm014_1.m
% exm014_1.m
y1=2*sin(0.3*pi)/(1+sqrt(5))
disp('按任意键继续！')
pause
y2=2*cos(0.3*pi)/(1+sqrt(5))
www.eeworm.com/read/227861/14408478
m exm051_1.m
%exm051_1.m 符号常数形成中的差异
a1=[1/3,pi/7,sqrt(5),pi+sqrt(5)] %a1是数值常数
a2=sym([1/3,pi/7,sqrt(5),pi+sqrt(5)]) %最接近的有理表示
a3=sym('[1/3,pi/7,sqrt(5),pi+sqrt(5)]') %绝对准确的符号数值表示
a23=a2