📄 qftdm9b.m
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function qftdm9b
% Second stage of QFTDM9
%=================================
% Copyright (c) 1995-98 by The MathWorks, Inc.
% $Revision: 1.4 $
global win1_loc win2_loc win3_loc win4_loc ...
info_win info_str info_btn nompt ...
nump denp P w ...
R W1 bdb1 W2 bdb2 W4 bdb4
% close all windows from last stage and clear strings in information window
close(findobj('tag','qft'));
set(info_str,'string','');
% BOUNDS
%=================================
% display info in information window
set(info_str(1),'string','Computing bounds...');
set(info_str(2),'string','bdb1=sisobnds(1,w,wbd1,W1,P,R,nompt)');
% Uncertainity disk radius
R = 0;
% compute bounds at all frequencies in w
wbd1 = w;
% define weight
W1 = 1.1;
% compute bounds
bdb1 = sisobnds(1,w,wbd1,W1,P,R,nompt);
% plot bounds
plotbnds(bdb1,[],[],win1_loc);
title('Robust Stability Bounds');
drawnow;
% display info in information window
set(info_str(2),'string','bdb2=sisobnds(2,w,wbd2,W2,P,R,nompt)');
% the frequency array
wbd2=w;
% compute specification
w2=freqcp(2*pi*10,[1,1],w);
w2=abs(w2);
W2= (1 ./ w2); % tracking weight
% compute bounds
bdb2 = sisobnds(2,w,wbd2,W2,P,R,nompt);
% plot bounds
plotbnds(bdb2,[],[],win2_loc);
title('Robust Output Disturbance Rejection Bounds');
drawnow;
% display info in information window
set(info_str(2),'string','bdb4=sisobnds(4,w,wbd4,W4,P,R,nompt)');
% the frequency array
wbd4=w;
% define weight
W4 = 3.3;
% compute bounds
bdb4 = sisobnds(4,w,wbd4,W4,P,R,nompt);
% plot bounds
plotbnds(bdb4,[],[],win3_loc);
title('Robust Controller Effort Bounds');
% End of computations for stage 2
next_stage = 'qftdm9c';
last=1;
nxtstage
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