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function [f, amplitude, pha]= transferfunction(fs, x, y) %fs---sample frequency %x---input array %y---output array if nargin < 2, error ('input arguments are not enough.'); end [row_x,column_x]=size(x); [row_y,column_y]=size(y); if row_x ~= row_y error ('the length of x and y must be same.'); end NFFT=length(x); Pxx=fft(x); Pyy=fft(y); %Syy = Pyy((1:floor(NFFT/2)+1)).*conj(Pyy(1:floor(NFFT/2)+1)); %yigao Sxy = Pxx((1:floor(NFFT/2)+1)).*conj(Pyy(1:floor(NFFT/2)+1)); Sxx = Pxx(1:floor(NFFT/2)+1).*conj(Pxx(1:floor(NFFT/2)+1)); Hxy = Sxy./Sxx; %Gxx = 2*Sxx; %yigao %Gyy = 2*Syy; %yigao %Gxy = 2*Sxy; %yigao %rr = (abs(Gxy).*abs(Gxy))./(Gxx.*Gyy); f = fs/2*linspace(0,1,length(x)/2+1); amplitude = 20*log10(abs(Hxy)); %·ùÖµ£¬·Ö±´ pha = phase(Hxy)*180/pi; %Ïà룬¶È |
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