Created
January 15, 2013 03:52
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Simple recursive Sierpinski triangle generator I wrote for MATLAB
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function sierpinski(pair1,pair2,pair3) | |
X = (((pair1(1)-pair2(1))^2)+((pair1(2)-pair2(2))^2))^(1/2); | |
Y = (((pair3(1)-pair2(1))^2)+((pair3(2)-pair2(2))^2))^(1/2); | |
Z = (((pair3(1)-pair1(1))^2)+((pair3(2)-pair1(2))^2))^(1/2); | |
if X >= 0.1 && Y >= 0.1 && Z >= 0.1 | |
x = [pair1(1) pair2(1) pair3(1) pair1(1)]; | |
y = [pair1(2) pair2(2) pair3(2) pair1(2)]; | |
for index = 1:length(pair1) | |
A(index) = (pair2(index)+pair3(index))/2; | |
B(index) = (pair1(index)+pair3(index))/2; | |
C(index) = (pair1(index)+pair2(index))/2; | |
end | |
hold on | |
plot(x,y); | |
sierpinski([pair1(1) pair1(2)],[B(1) B(2)],[C(1) C(2)]) | |
sierpinski([A(1) A(2)],[pair2(1) pair2(2)],[C(1) C(2)]) | |
sierpinski([A(1) A(2)],[B(1) B(2)],[pair3(1) pair3(2)]) | |
end | |
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