📄 plotzmag.m
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function dummy=plotzmag(nz,dz,rmin,rmax,thetamin,thetamax,nres)
% plotzmag(nz,dz,rmin,rmax,thetamin,thetamax,nres)
% rmin, rmax: min and max values for radius
% thetamin, thetamax: min and max values for angle (usually -pi and pi)
% nz = vector of numerator polynomial coefficients
% dz = vector of denominator polynomial coefficients
% nz and dz are in ascending powers of z^(-1)
% nres = number of points for r (also used for theta)
%
% figure(1) is full scale; figure(2) has z-axis magnified
%
% NOTE: Relative heights of peaks at poles can be misleading
% due to the sampling of the z-plane imposed by the grid
% of nres X nres points.
%
% NOTE: Use 'rotate3d' command to rotate plot after it is drawn!
%
% This program is distributed as a supplement to the book
% "Biomedical Signal Processing and Signal Modeling" by E. N. Bruce,
% published by Wiley, 2000. It is provided for educational use only.
% While every effort has been made to insure its suitability to illustrate
% principles described in the above book, no specific feature or capability
% is implied or guaranteed.
ln=length(nz);ld=length(dz);i=sqrt(-1);
dr=(rmax-rmin)/(nres-1);dth=(thetamax-thetamin)/(nres-1);
zmag=zeros(nres,nres);
num_zn=zeros(1,ln);den_zn=zeros(1,ld);
for m=1:ln, num_zn(m)=1-m;end
for m=1:ld, den_zn(m)=1-m;end
disp('The poles of your Z-transform are:')
roots(dz)
disp('The zeros of your Z-transform are:')
roots(nz)
for j=0:nres-1
r=rmin+j*dr;
for k=0:nres-1
th=thetamin+k*dth;
zv=r*exp(th*i);
xarg(k+1,j+1)=r*cos(th);yarg(k+1,j+1)=r*sin(th);
zmag(k+1,j+1)=abs(sum(nz.*(zv.^num_zn))/sum(dz.*(zv.^den_zn)));
end
end
zgain=10*(nz(1)/dz(1));
if nz(1)==0, zgain=10;end
zmagpl=min(zmag,zgain*ones(size(zmag)));
figure(1),surf(xarg,yarg,zmag)
xlabel('Re{z}');ylabel('Im{z}');zlabel('Mag(X(z))')
colormap('white')
figure(2),dummy=surf(xarg,yarg,zmagpl);
xlabel('Re{z}');ylabel('Im{z}');zlabel('Mag(X(z))')
colormap('white')
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