ÓïÒôÐźŵÄÊý×ÖÂ˲¨´¦Àí¡ª¡ª°ÍÌØÎÖ˼¡¢bartlett´°Â˲¨Æ÷Éè¼Æ
ͼ3.10 ÔëÉùÐźÅʱÓòºÍƵÆ×ͼ
(2)Éè¼ÆBartlett ´°¸ßͨÂ˲¨Æ÷£¬MATLAB³ÌÐòÈçÏ¡£Â˲¨Æ÷ͼÈçͼ3.11Ëùʾ¡£
fp=600,fc=400; wp=2*pi*fp/FS; ws=2*pi*fc/FS;
Bt=wp-ws; N0=ceil(11*pi/Bt); N=N0+mod(N0+1,2); wc=(wp+ws)/2/pi;
[bz,az]=fir1(N-1,wc,'high',bartlett(N)); [h,w]=freqz(bz,az); plot(w/pi,20*log(abs(h)));
µÚ 17 Ò³ ¹² 56 Ò³
ÓïÒôÐźŵÄÊý×ÖÂ˲¨´¦Àí¡ª¡ª°ÍÌØÎÖ˼¡¢bartlett´°Â˲¨Æ÷Éè¼Æ
ͼ3.11 Bartlett´°¸ßͨÂ˲¨Æ÷ͼ
3.2.3.3 ÓïÒô´¦Àí¡ª¡ªBartlett ´°´øÍ¨Í¨Â˲¨Æ÷
(1)Ìí¼ÓÔëÉùÐźÅzs0=0.05*cos(2*pi*100*t/22050)£¬MATLAB³ÌÐòÈçÏ¡£ÔëÉùÐźŵÄʱÓò¼°·ùƵͼÈçͼ3.12Ëùʾ¡£
t=0:length(x)-1;
zs0=0.05*cos(2*pi*100*t/22050); figure(2); subplot(2,1,1) plot(zs0)
title('ÔëÉùÐźŲ¨ÐÎ'); zs1=fft(zs0,1200);
%sound(zs,FS,bits); %»Ø·ÅÔëÒô subplot(2,1,2)
plot(f(1:600),abs(zs1(1:600))); title('ÔëÉùÐÅºÅÆµÆ×');
µÚ 18 Ò³ ¹² 56 Ò³
ÓïÒôÐźŵÄÊý×ÖÂ˲¨´¦Àí¡ª¡ª°ÍÌØÎÖ˼¡¢bartlett´°Â˲¨Æ÷Éè¼Æ
ͼ3.12 ÔëÉùÐźŵÄʱÓò¼°ÆµÆ×ͼ
(2)Éè¼ÆBartlett ´°´øÍ¨Â˲¨Æ÷£¬MATLAB³ÌÐòÈçÏ¡£Â˲¨Æ÷ͼÈçͼ3.13Ëùʾ¡£
wlp=600*2*pi/FS,wup=6000*2*pi/FS; wls=400*2*pi/FS;wus=7000*2*pi/FS; Bt=wlp-wls; N0=ceil(11*pi/Bt); N=N0+mod(N0+1,2);
wc=[(wls+wlp)/2/pi,(wus+wup)/2/pi]; [bz,az]=fir1(N-1,wc,bartlett(N)); [h,w]=freqz(bz,az); plot(w/pi,20*log(abs(h)));
µÚ 19 Ò³ ¹² 56 Ò³
ÓïÒôÐźŵÄÊý×ÖÂ˲¨´¦Àí¡ª¡ª°ÍÌØÎÖ˼¡¢bartlett´°Â˲¨Æ÷Éè¼Æ
ͼ3.13 Bartlett´°´øÍ¨Â˲¨Æ÷ͼ
4 ³ÌÐòµ÷ÊÔ¼°ÔËÐнá¹û
4.1 °ÍÌØÎÖ˼µÍͨÊý×ÖÂ˲¨Æ÷
½«ÓïÒôÐźźÍÔëÒôÐźŵþ¼Ó¿ÉÒԵõ½º¬ÔëÉùÐźţ¬·ÖÎöÆäƵÆ×ÌØÐÔÖ®ºóÓðÍÌØÎÖ˼µÍͨÂ˲¨Æ÷½øÐÐÂ˲¨¡£MATLAB³ÌÐòÈçÏ£¬·ÂÕæ´¦ÀíÈçͼ4.1Ëùʾ¡£
Fs=22050;
[x,FS,bits]=wavread('C:\\WINDOWS\\Media'); x=x(:,1); figure(1); subplot(2,1,1); plot(x);
%sound(x,FS,bits); %»Ø·ÅÓïÒô title('ÓïÒôÐźÅʱÓò²¨ÐÎͼ') y=fft(x,3260);
µÚ 20 Ò³ ¹² 56 Ò³