📄 fig5_14.m
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% Fig5-14% 4th to 10th Order IIR Digital Filters% Butterworth - Bilinear% BM August 1996; Revised July 98% JST updated May 2001clearclfwc = 0.1; %normalised frequencywc = wc*2; %matlab scaleM = 256; %no. of frequency samplesii = 2;[b1,a1] = butter(ii,wc);[h1,w] = freqz(b1,a1,M);h1(M) = 1e-100;mag = 20*log10(abs(h1));f = w/pi/2;plot(f,mag,'r-');%lm1 = line('Xdata',f,'Ydata',mag,'Linestyle','-','Color','y','Erasemode','Xor');%lm2 = line('Xdata',f,'Ydata',mag,'Linestyle','-','Color','r','Erasemode','None');axis ( [ 0 0.5 -100 0 ]);gridaxis('square')xlabel('frequency (rad/s)'),ylabel('gain (dB)');fprintf(1,'Figure 5.14: order 2 Butterworth filter\n')fprintf(1,' : press return for orders 4 to 10\n')pausefor ii=4:2:10 [b1,a1] = butter(ii,wc); [h1,w] = freqz(b1,a1,M); h1(M)=1e-100; mag = 20*log10(abs(h1)); hold on; plot(f,mag,'r-'); hold off;% set(lm1,'Xdata',f,'Ydata',mag);% set(lm2,'Xdata',f,'Ydata',mag); pause(1);end
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