?? publscript01.m
字號:
%% Path Tracing
% An application of path tracing is intended for
%detecting an external border of spot (simply connected
%black pixels set).
% An output includes:
% - two arrays with spot border pixels,
% - coordinates of points of optimal location (centers
% of mass) for a spot and for a spot border,
% - perimeter (as length of line connected centers of
% border pixels and as count of external border pixel
% edges),
% - count of pixels of a spot and its border,
% - coordinates of the most remote pixels,
% - a distance between them,
% - coordinates of vertices of minimal rectangle with
% spot inside it.
% Output data might be calculated from both an
%image and a numeric matrix.
%The author - Eduard Polityko, PHD.
%E-mail - Edpolit@gmail.com
%Edition 28-Dec-2006
alfa='examp03.bmp';
[a b xc]=digis1(alfa);
%% Displaying results
figure;
image(imread(alfa)');colormap([0 0 0;1 1 1]);
title('Spot');axis xy;grid on
format short g
rp=repmat('_',1,26);
disp(' Coordinates')
disp(rp)
disp('Center of mass of contour')
disp(xc(1:2));
disp('Center of mass of spot ');
disp([xc(3:4)]);
disp(['Rectangle to crop ';...
'(ends of diagonal)'])
disp(xc(10:13))
disp('The most remote points')
disp([a(xc(7)),b(xc(7)),a(xc(8)),b(xc(8))])
disp(rp)
disp('Maximal distance between points')
disp(xc(9));
disp('Count of black pixels:')
disp([{'Border'},{xc(5)};{'Spot'},{xc(6)}])
disp(' Perimeter:')
disp(' count of external edges')
disp(' of border pixels ')
disp(xc(14))
disp(' length of line connected')
disp(' centers of border pixels')
disp(xc(15))
figure;
zx=plot(a,b,'-',xc(1),xc(2),'+',...
xc(3),xc(4),'*',[xc(10) xc(12)],[xc(11) xc(13)],'o',...
[a(xc(7)),a(xc(8))],[b(xc(7)),b(xc(8))],'p');grid on
set(zx,'linewidth',1)
legend('spot border',['center of '; 'curve mass'],...
['center of'; 'spot mass'],['rectangle vertices'],...,
['the most ';'remote points'],'location', 'best');
title(['Measurement']);
%% Series detection of spots
figure
subplot(2,3,1)
J=imread('examp05.bmp');
image(J');axis xy;title('Spots')
colormap([0 0 0;1 1 1]);
subplot(2,3,2)
[a b xc]=digis1(J);
plot(a,b,'-',xc(1),xc(2),'+',...
xc(3),xc(4),'*',[xc(10) xc(12)],[xc(11) xc(13)],'o',...
[a(xc(7)),a(xc(8))],[b(xc(7)),b(xc(8))],'p');
for rr=1:4
subplot(2,3,2+rr)
J1=J;
for i=1:length(a);
ii=0;
while ~J(a(i),b(i)+ii)
J(a(i),b(i)+ii)=1;
ii=ii+1;
end
end
[a b xc]=digis1(J);
plot(a,b,'-',xc(1),xc(2),'+',...
xc(3),xc(4),'*',[xc(10) xc(12)],[xc(11) xc(13)],'o',...
[a(xc(7)),a(xc(8))],[b(xc(7)),b(xc(8))],'p');
end
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