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СÇÅÁ÷Ë®ysjгæ (³õÈëÎÄ̳)
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[ÇóÖú]
matlab
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ΪʲôÓÃmatlab·ÂÕæµÃµ½µÄ°ÍÌØÎÖ˹ԲÉϵ﫵ãÖ»ÓÐÒ»°ë Ö»·Ö²¼ÔÚÔ²µÄ×ó°ë²¿·Ö Ôõô°ÑÓҵļ«µã²¹Éϰ¡£¿ n=0:0.01:2; for N=1:4 [z,p,k] =buttap ( N ); %Éè¼ÆbutterworthÂ˲¨Æ÷ [b,a] = zp2tf(z,p,k); %½«Áãµã¡¢¼«µã¡¢ÔöÒæµÄÐÎʽת»»Îª´«µÝº¯Êý [H,w] =freqs(b,a,n); %°´nÖÆ¶¨µÄƵÂÊµã¸ø³öƵÂÊÏìÓ¦ magH2 = (abs(H)).^2; %¸ø³ö´«µÝº¯Êý·ù¶Èƽ·½ figure(1); subplot(3,1,1); plot (w, magH2); %»·ùƵÇúÏßͼ hold on; end xlabel ('w/wc'); ylabel('|H(jw)|^2'); title('Butterworth'); text(1.8,0.28,'n=2'); text(1.6,0.15,'n=10'); text(1.4,0.13,'n=15'); text(1.2,0.18,'n=20'); grid on; subplot(3,1,2),semilogx(w,angle(H)) grid , xlabel('w'),ylabel('angle(H)'); hold on; [z,p,k]=butter(N,0.2); zr=roots(b); pk=roots(a); figure(1); subplot(3,1,3); zplane(zr,pk); hold on; xlabel('ʵ²¿');ylabel('Ð鲿');grid on; title('°ÍÌØÎÖ˹¼«µã·Ö²¼'); ÕâÊÇ·ÂÕæ³ÌÐò ÄÄÀïÓÐÎÊÌâÄØ£¿¸÷λ´óÉñ°ï°ïæ |
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