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找到约 10,000 项符合 Raspberry Pi 的代码

sy3_fft_bp.m

%滤除1+cos((2*pi*n)/3),保留cos((pi*n)/4) omegap1=(3*pi)/16;omegap2=(5*pi)/16;Apmax=1; omegar1=(1*pi)/16;omegar2=(5*pi)/9;Armin=50; T=5*pi*10^(-6); wp=[omegap1/pi,omegap2/pi];wr=[omegar1/pi,omegar2/pi]

sy3_fft_bs.m

%滤除cos((pi*n)/4),保留1+cos((2*pi*n)/3) omegap1=(3*pi)/16;omegap2=(5*pi)/16;Apmax=1; omegar1=(1*pi)/16;omegar2=(5*pi)/9;Armin=50; T=5*pi*10^(-6); wp=[omegap1/pi,omegap2/pi];wr=[omegar1/pi,omegar2/pi]

sy3_fft_lp.m

%滤除cos(2*pi/3*n) omegap=pi/4;Apmax=3; omegar=2/3*pi;Armin=50; T=5*pi*10^(-6); wp=[omegap/pi];wr=[omegar/pi]; [N,wc]=buttord(wp,wr,Apmax,Armin,'s'); [b,a]=butter(N,wc,'low'); sysl=tf(b,a) w=lin

untitled4.m

N=512; Nfft=1024; Fs=2*pi; f1=50; f2=120; fs=300; f1=f1/fs; f2=f2/fs; n=0:N-1; xn=sin(2*pi*f1*n)+sin(2*pi*f2*n)+randn(size(n)); L=input('L='); window=boxcar(L); noverlap=L/2; [pxx2,f]=psd

untitled6.m

N=100; L=512; f1=100; f2=110; fs=250; T=1/fs; ws=2*pi*fs; t=(0:N-1)*T; f=cos(2*pi*f1*t)+0.75*cos(2*pi*f2*t); wh=(hamming(N))'; f=f.*wh; F=fftshift(fft(f,L)); w=(-ws/2+(0:L-1)*ws/L)/(2*pi);

untitled5.m

N=100; L=512; f1=100; f2=110; fs=250; T=1/fs; ws=2*pi*fs; t=(0:N-1)*T; f=cos(2*pi*f1*t)+0.75*cos(2*pi*f2*t); wh=(kaiser(N,6))'; f=f.*wh; F=fftshift(fft(f,L)); w=(-ws/2+(0:L-1)*ws/L)/(2*pi)

untitle3.m

N=50; f1=50; f2=120; fs=300; T=1/fs; ws=2*pi*fs; t=(0:N-1)*T; f=sin(2*pi*f1*t)+sin(2*pi*f2*t)+randn(1,N); wh=(hamming(N))'; f=f.*wh; F=fftshift(fft(f,L)); w=(-ws/2+(0:L-1)*ws/L)/(2*pi); pl

untitled2.m

N=256; L=256; fs=16; T=1/fs; ws=2*pi*fs; t=(0:N-1)*T; f=exp((-2)*t); F=fftshift(fft(f,L)); w=(-ws/2+(0:L-1)*ws/L)/2*pi; plot(w,abs(F)); xlabel('w'); ylabel('exp((-2*t))的幅度谱')

gamicheval.m

function [sol,val] = gaMichEval(sol,options) val = 21.5 + sol(1) * sin(4*pi*sol(1)) + sol(2)*sin(20*pi*sol(2)); %G=zeros(0); %val = sqrt(sol(1)) * sin(2*sol(1)) + sqrt(sol(1))*cos(5*sol(1))+5;

gamicheval.m

function [sol,val] = gaMichEval(sol,options) val = 21.5 + sol(1) * sin(4*pi*sol(1)) + sol(2)*sin(20*pi*sol(2)); %G=zeros(0); %val = sqrt(sol(1)) * sin(2*sol(1)) + sqrt(sol(1))*cos(5*sol(1))+5;