《DSP using MATLAB》示例 Example 9.11

%% ------------------------------------------------------------------------
%%            Output Info about this m-file
fprintf(‘\n***********************************************************\n‘);
fprintf(‘        <DSP using MATLAB> Exameple 9.11 \n\n‘);

time_stamp = datestr(now, 31);
[wkd1, wkd2] = weekday(today, ‘long‘);
fprintf(‘      Now is %20s, and it is %7s  \n\n‘, time_stamp, wkd2);
%% ------------------------------------------------------------------------

% Filter Design:
D = 2; Rp = 0.1; As = 30; wp = pi/D; ws = wp+0.1*pi; 
[delta1, delta2] = db2delta(Rp, As); 
%weights = [delta2/delta1, 1];
[N, F, A, weights] = firpmord([wp, ws]/pi, [1, 0], [delta1, delta2], 2); 
h = firpm(N, F, A, weights); n = [0:length(h)-1];
[Hr, w, a, L] = Hr_Type1(h); Hr_min = min(Hr); w_min = find(Hr == Hr_min);
H = abs(freqz(h, 1, w)); Hdb = 20*log10(H/max(H)); min_attn = Hdb(w_min);

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%%                             Plot
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% Input signal
Hf1 = figure(‘units‘, ‘inches‘, ‘position‘, [1, 1, 8, 6], ...
	‘paperunits‘, ‘inches‘, ‘paperposition‘, [0, 0, 6, 4], ...
	‘NumberTitle‘, ‘off‘, ‘Name‘, ‘Exameple 9.11‘);
set(gcf,‘Color‘,‘white‘); 

TF = 10;

subplot(2, 2, 1); 
Hs1 = stem(n, h, ‘filled‘); set(Hs1, ‘markersize‘, 2, ‘color‘, ‘g‘);
axis([-1, length(n), -0.15, 0.6]); grid on;
xlabel(‘n‘, ‘vertical‘, ‘bottom‘); ylabel(‘Amplitude‘, ‘vertical‘, ‘cap‘); 
title(‘Inpulse Response ‘, ‘fontsize‘, TF, ‘vertical‘, ‘baseline‘);
set(gca, ‘xtick‘, [n(1), n(end)]); 
set(gca, ‘ytick‘, [0, 0.5]);


subplot(2, 2, 3); 
plot(w/pi, Hr, ‘m‘, ‘linewidth‘, 1.0); axis([0, 1, -0.1, 1.1]); grid on;
xlabel(‘Frequency in \pi units‘, ‘vertical‘, ‘middle‘); ylabel(‘Amplitude‘, ‘vertical‘, ‘cap‘); 
title(‘Amplitude Response‘, ‘fontsize‘, TF, ‘vertical‘, ‘baseline‘);
set(gca, ‘xtick‘, [0, wp/pi, ws/pi, 1]); 
set(gca, ‘ytick‘, [0, 1]);


subplot(2, 2, 2);
plot(w/pi, Hdb, ‘m‘, ‘linewidth‘, 1.0); axis([0, 1, -50, 10]); grid on;
xlabel(‘Frequency in \pi units‘, ‘vertical‘, ‘middle‘); ylabel(‘Decibels‘, ‘vertical‘, ‘cap‘); 
title(‘Log-magnitude Response ‘, ‘fontsize‘, TF, ‘vertical‘, ‘baseline‘);
set(gca, ‘xtick‘, [0, wp/pi, ws/pi, 1]); 
set(gca, ‘ytick‘, [-50, round(min_attn), 0]);

subplot(2, 2, 4); 
lw = length(w)-1; PB = [0:floor(wp/pi*lw)]; HrPB = Hr(PB+1)-1;
SB = [ceil(ws/pi*lw):lw]; HrSB = Hr(SB+1);
[AX, H1, H2] = plotyy(PB/lw, HrPB, SB/lw, HrSB);
delta1 = round(delta1*1000)/1000; delta2 = round(delta2*100)/100;
set(AX(1), ‘xtick‘, [0, wp/pi, ws/pi, 1], ‘ytick‘, [-delta1, 0, delta1], ‘Ycolor‘, ‘g‘);
set(AX(2), ‘xtick‘, [0, wp/pi, ws/pi, 1], ‘ytick‘, [-delta2, 0, delta2], ‘Ycolor‘, ‘r‘);

set(H1, ‘color‘, ‘g‘, ‘linewidth‘, 1);
set(H2, ‘color‘, ‘r‘, ‘linewidth‘, 1);
title(‘Unweighted Ripples‘, ‘fontsize‘, TF, ‘vertical‘, ‘baseline‘);

xlabel(‘Frequency in \pi units‘, ‘vertical‘, ‘middle‘); ylabel(‘Amplitude‘, ‘vertical‘, ‘cap‘);