📄 d2fft.m
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function xw = d2fft( xn )%UNTITLED1 Summary of this function goes here% Detailed explanation goes herepow=nextpow2(xn);N=2^pow;if length(xn)<N; xn=[xn , zeros(1,N-length(xn))];endn=bin2dec(fliplr(dec2bin([1:N]-1,pow)))+1;yn=xn(n);wn=exp(-j*2*pi/N);wntable=wn.^(0:N/2-1); %得到wn表for time=1:pow %共这么多蝶形运算 kuaju=2^(time-1); %对偶结点跨距 for fenzu=1:2^(pow-time) %分组个数 jiange=2^time ; %分组间隔 for zulei=1:2^(time-1);%组中的元素个数 position=(fenzu-1)*jiange+zulei; p=2^(pow-time)*(zulei-1)+1; temp=yn(position)+yn(position+kuaju)*wntable(p); yn(position+kuaju)=yn(position)-yn(position+kuaju)*wntable(p); yn(position)=temp; end endendxw=yn;
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