?? activecontour.m
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function snake2()
close all
clear all
clc
% read the input image
inpImage =imread('1.jpg');
% size of image
[rows cols dims] = size(inpImage);
if dims==3
inpImage=double(rgb2gray(inpImage));
else
inpImage=double(inpImage);
end
% Gaussian filter parameter
sigma=1.2;
% Gaussian filter
G=fspecial('gaussian',15,sigma);
% Gaussian smoothed image
inpImage=conv2(inpImage,G,'same');
% gradient of image
[gradIX,gradIY]=gradient(inpImage);
absGradI=sqrt(gradIX.^2+gradIY.^2);
% higher dimensional embedding function phi whose zero level set is our
% contour
% radius of circle - initial embedding function
% radius=min(floor(0.45*rows),floor(0.45*cols));
[u,v] = meshgrid(1:cols, 1:rows);
phi = ((u-cols/2)/(floor(0.45*cols))).^2+((v-rows/2)/(floor(0.45*rows))).^2-1;
% edge-stopping function
g = 1./(1+absGradI.^2);
% gradient of edge-stopping function
[gx,gy]=gradient(g);
% gradient descent step size
dt=.4;
% number of iterations after which we reinitialize the surface
num_reinit=10;
phiOld=zeros(rows,cols);
% number of iterations
iter=0;
while(sum(sum(abs(phi-phiOld)))~=0)
% gradient of phi
[gradPhiX gradPhiY]=gradient(phi);
% magnitude of gradient of phi
absGradPhi=sqrt(gradPhiX.^2+gradPhiY.^2);
% normalized gradient of phi - eliminating singularities
normGradPhiX=gradPhiX./(absGradPhi+(absGradPhi==0));
normGradPhiY=gradPhiY./(absGradPhi+(absGradPhi==0));
[divXnormGradPhiX divYnormGradPhiX]=gradient(normGradPhiX);
[divXnormGradPhiY divYnormGradPhiY]=gradient(normGradPhiY);
% curvature is the divergence of normalized gradient of phi
K = divXnormGradPhiX + divYnormGradPhiY;
% dPhiBydT
dPhiBydT =( g.*K.*absGradPhi + g.*absGradPhi + (gx.*gradPhiX+gy.*gradPhiY) );
phiOld=phi;
% level set evolution equation
phi = phi + ( dt * dPhiBydT );
iter=iter+1;
if mod(iter,num_reinit)==0
% reinitialize the embedding function after num_reinit iterations
phi=sign(phi);
phi = double((phi > 0).*(bwdist(phi < 0)) - (phi < 0).*(bwdist(phi > 0)));
end
if mod(iter,10)==0
pause(0.05)
iter
imagesc(inpImage)
colormap(gray)
hold on
contour(phi,[0 0],'r')
% close all
% surf(phi)
% pause
end
end
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