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/287748/8672981
m yuanzhenzhixiangxing2.m
clear;
f0=1000;
fs=80*f0;
Ns=2048;
N1=8;
r1=1;
r2=0.3
c=1500;
fai=0;
w=2*pi*f0;
ph1=-180;
ph2=180;
phn=1;
ax=(ph2-ph1)/phn+1;
fo
www.eeworm.com/read/287748/8672999
m shiliangwuyuanzhen.m
% clc;
clear;
f0=1000;
fs=80*f0;
Ns=2048;
N1=4;
r=1;
c=1500;
fai=0;
w=2*pi*f0;
ph1=-180;
ph2=180;
phn=1;
ax=(ph2-ph1)/phn+1;
for
www.eeworm.com/read/431446/8676549
m gngauss.m
function[gsrv1,gsrv2]=gngauss(m,sgma)
if nargin==0,
m=0;sgma=1;
elseif nargin==1,
sgma=m;m=0;
end;
u=rand;
z=sgma*(sqrt(2*log(1/(1-u))));
u=rand;
gsrv1=m+z*cos(2*pi*u);
gsrv2=m+z*sin
www.eeworm.com/read/431446/8676564
m gngauss.m
function[gsrv1,gsrv2]=gngauss(m,sgma)
if nargin==0,
m=0;sgma=1;
elseif nargin==1,
sgma=m;m=0;
end;
u=rand;
z=sgma*(sqrt(2*log(1/(1-u))));
u=rand;
gsrv1=m+z*cos(2*pi*u);
gsrv2=m
www.eeworm.com/read/431378/8685868
m graduate.m
clc
clear
N=39;
wc=0.15*pi; % 若为圆周角频率
window=hamming(N+1);
b=fir1(N,wc/pi,'low',window);
t=0:0.01:0.39;
n=length(t);
xn1=sin(10*pi*t)+10*sin(120*pi*t)+0.5*randn(1,n);
t=0.4:0.01:1.19;
n=
www.eeworm.com/read/431339/8687595
m uca_smi.m
function UCA_SMI()
%均匀圆阵阵列的QRD_SMI算法尝试
%先只考虑一维，即不考虑俯仰角(设为90度)，只考虑方位角
clear all
M=32; %均匀圆阵个数M
Nlearn=625; %学习数据采样数
k=2;
www.eeworm.com/read/431326/8687919
m twocircle.m
%两圈均匀阵元的方向图(点频)
%内圈采用Mnei个阵元，外圈采用SelectM个阵元
clear all
M=40; %外圈均匀圆阵总数M
SelectM=8; %外圈所选阵元数目
Mnei=8; %内圈阵元数目
f=30*10
www.eeworm.com/read/431312/8689150
m exa060603.m
%----------------------------------------------------------------------------
% exa060603.m, for example 6.6.3;
% To design IIR Butteworth bandstop DF by analog-lowpass,
% -------------------------
www.eeworm.com/read/431312/8689185
m exa011004_sinc.m
%-----------------------------------------------------------------
% exa011004_sinc.m, for example 1.10.4
% to generate the sinc function.
% 产生一 sinc 函数；
%-----------------------
www.eeworm.com/read/431312/8689196
m exa050501.m
%------------------------------------------------------------------------
% exa050501.m, for example 5.5.1 and fig5.5.1
% to explain the spectra factorization
%------------------------------------