Fibonacci Numbers | Definition, Fibonacci sequence Formula and Examples
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Fibonacci Numbers | Definition, Fibonacci sequence Formula and Examples
A Fibonacci number is a series of numbers in which each number is obtained by adding the two preceding numbers. Click here to learn more about Fibonacci numbers along with examples.
Aug 22, 2019
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MATLAB on Instagram: "🌀 Spiral into Fibonacci code! ⤵️ Here's some MATLAB code to create a spinning Fibonacci spiral: % Spinning Fibonacci spiral n = 500; R = linspace(0,1,n); T = 4/(1+sqrt(5))*pi*(1:n); X = R.*cos(T); Y = R.*sin(T); newplot tf = hgtransform; scatter(tf,X,Y,R*30+10,R,'filled') daspect([1 1 1]) axis off speed = 0; angle = 0; for i = [1 2 3 4 3 2] speed = T(i); % Align with next point in spiral for k=1:150 angle = angle+speed; tf.Matrix = makehgtform('zrotate',-angle); pause(1/12
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MATLAB on Instagram: "🌀 Spiral into Fibonacci code! ⤵️ Here's some MATLAB code to create a spinning Fibonacci spiral: % Spinning Fibonacci spiral n = 500; R = linspace(0,1,n); T = 4/(1+sqrt(5))*pi*(1:n); X = R.*cos(T); Y = R.*sin(T); newplot tf = hgtransform; scatter(tf,X,Y,R*30+10,R,'filled') daspect([1 1 1]) axis off speed = 0; angle = 0; for i = [1 2 3 4 3 2] speed = T(i); % Align with next point in spiral for k=1:150 angle = angle+speed; tf.Matrix = makehgtform('zrotate',-angle); pause(1/12
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