Created
September 18, 2017 17:14
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animated fractal
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[X,Y] = meshgrid(-2:.008:2); | |
Z = ones(size(X)); | |
h = figure; | |
for frame = -2:.01:2 | |
for x_ = 1: size(X,1) | |
for y_ = 1: size(X,2) | |
u = [X(x_,y_),Y(x_,y_)]; | |
for i = 1:100 | |
% julian set | |
% v = [u(1) * u(1) - u(2) * u(2) + -0.550, u(2) * u(1) + u(2) * u(1)+ -0.550]; | |
% mandelbrot set | |
% v = [(u(1) * u(1) - u(2) * u(2)) + X(x_,y_), (u(2) * u(1) + u(2) * u(1)) + Y(x_,y_)]; | |
v = [(u(1) * u(1) - u(2) * u(2)) + frame, (u(2) * u(1) + u(2) * u(1)) ]; | |
if((v(1) * v(1) + v(2) * v(2)) > 4) | |
break | |
end | |
u = v; | |
Z(x_,y_) = i; | |
end | |
end | |
end | |
fx = X(:); | |
fy = Y(:); | |
imagesc(fx,fy,Z) | |
drawnow | |
result = getframe(h); | |
im = frame2im(result); | |
[imind,cm] = rgb2ind(im,256); | |
if frame == -2 | |
imwrite(imind,cm,'final.gif','gif', 'Loopcount',inf); | |
else | |
imwrite(imind,cm,'final.gif','gif','DelayTime',0.1,'WriteMode','append'); | |
end | |
end |
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