No BSD License
Highlights from
Fratal
from
Fratal
by Paul French
Generates the Sierpinski triangle using very simple rules using dice
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| Fractal.m |
% gtenerates a fractal
% pjfrench@imperial.ac.uk
clear all
close all
rand('state',sum(100*clock))
% three starting points:
P1 = [50,100];
P2 = [0, 0];
P3 = [100,0];
Steps = input('How many steps: '); % no. of steps
count = 0; % internal count
S = floor(rand(1,2)*100); % starting point
%initial plot before iteration
figure(1)
axis off
hold on
plot(P1(1),P1(2),'r.')
plot(P2(1),P2(2),'r.')
plot(P3(1),P3(2),'r.')
plot(S(1),S(2),'k.')
while(count <= Steps)
Dice = 1 + floor(rand(1)*6);
if ( (Dice == 1) || (Dice == 2) )
x = S(1) + (P1(1)-S(1))*0.5;
y = S(2) + (P1(2)-S(2))*0.5;
elseif ( (Dice == 3) || (Dice == 4) )
x = S(1) + (P2(1)-S(1))*0.5;
y = S(2) + (P2(2)-S(2))*0.5;
else
x = S(1) + (P3(1)-S(1))*0.5;
y = S(2) + (P3(2)-S(2))*0.5;
end
plot(x,y,'k-')
S(1) = x;
S(2) = y;
count = count + 1;
end
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