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| # Copyright (c) P.J.Gawthrop, 1996.
###############################################################
## Version control history
###############################################################
## $Id$
## $Log$
## Revision 1.14 2000/05/20 15:35:18 peterg
## Parameterised version
##
## Revision 1.13 1998/09/03 09:12:32 peterg
## Removed debugging lines
##
## Revision 1.12 1998/09/02 12:02:14 peterg
## Added mttinput paramater
##
## Revision 1.11 1998/08/11 13:32:42 peterg
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# Data
mttpar=$1_numpar;
# Simulation parameters
simpar=$1_simpar;
[nx,ny,nu,nz,nyz] = $1_def
[nx,ny,nu,nz,nyz] = $1_def;
%Defaults
if exist('simpar.wmin')==0
if (struct_contains(simpar,"wmin")==0)
simpar.wmin = -1;
end;
if exist('simpar.wmax')==0
simpar.wmax = 2;
if (struct_contains(simpar,"wmax")==0)
simpar.wmax = 2
end;
if exist('simpar.wsteps')==0
if (struct_contains(simpar,"wsteps")==0)
simpar.wsteps = 100;
end;
W = logspace(simpar.wmin,simpar.wmax,simpar.wsteps)';
if exist('mttinput')==0
if (struct_contains(simpar,"mttinput")==0)
mttinput = 1;
end;
mttu0 = zeros(nu,1);
mttu0(mttinput) = 1;
[n,m]=size(W);
if m>n
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| [A,B,C,D,E] = $1_dm(mttpar);
fr = dm2fr(A,B,C,D,E,W,mttu0);
lw = log10(W);
lmfr = log10(abs(fr));
pfr = angle(fr)*180/pi;
% Complex frequency response
write_matrix([W fr], '$1_fr');
write_matrix([W fr], "$1_fr");
% Log magnitude v log frequency
write_matrix([lw lmfr], '$1_lmfr');
write_matrix([lw lmfr], "$1_lmfr");
% Angle v log frequency
write_matrix([lw pfr], '$1_lpfr');
write_matrix([lw pfr], "$1_lpfr");
% Nyquist style
re = real(fr);
im = imag(fr);
nyq = [re(:,1) im(:,1)];
for i = 2:ny
nyq = [nyq re(:,i) im(:,i)];
end;
write_matrix(nyq, '$1_nyfr');
write_matrix(nyq, "$1_nyfr");
% Nichols style
re = lmfr;
im = pfr;
nic = [im(:,1) re(:,1)];
for i = 2:ny
nic = [nic im(:,i) re(:,i)];
end;
write_matrix(nic, '$1_nifr');
write_matrix(nic, "$1_nifr");
EOF
# Now invoke the standard error handling.
# Now invoke the standard error handling,"
mtt_error mtt_error.txt
|