Fibonacci (real name Leonardo Bonacci) was a mathematician who developed the Fibonacci Sequence. The sequence is found by adding the previous two numbers of the sequence together. It looks like this: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34… And on it goes. This pattern can also be seen as:
The Fibonacci Sequence is found all throughout nature, too. It is a naturally occurring pattern. Here are some examples of Fibonacci in nature…
Although we all usually see trees everywhere in our day to day life, how often have you looked for the patterns in them? In trees, the Fibonacci begins in the growth of the trunk and then spirals outward as the tree gets larger and taller.
We also see the golden ratio in their branches as they start off with one trunk which splits into 2, then one of the new branches stems into 2, and this pattern continues.
Your eye of the storm is like the 0 or 1 in the Fibonacci sequence, as you go on in the counter-clockwise spiral you find it increasing at a consistent pattern. This pattern is much like the Golden Ratio.
When cut open, nautilus shells form a logarithmic spiral, composed of chambered sections called camerae. Each new chamber is equal to the size of the two camerae before it, which creates the logarithmic spiral. This proportional growth occurs because the nautilus grows at a constant rate throughout its life until reaching its full size.
The petals of a flower grow in a manner consistent with the Fibonacci. Of the most visible Fibonacci sequence in plants, lilies, which have three petals, and buttercups, with their five petals, are some of the most easily recognised.
The golden spiral can be found in the shape of the “arms” of galaxies if you look closely. It can’t be told if galaxies follow a perfect spiral, because we can’t measure a galaxy accuratley, but on paper we can measure it and see the size.
Most of the time, seeds come from the centre of the flower head and migrate out. A perfect example of this is sunflowers with their spiralling patterns. At points, their seed heads get so packed that their number can get extremely high, sometimes as much as 144 and more. When analysing these spirals, the number is almost always Fibonacci.
You are an example of the beauty of the Fibonacci Sequence. The human body has various representations of the Fibonacci Sequence proportions, from your face to your ear to your hands. You have now been proven to be mathematically gorgeous.
Do you know of any other examples of Fibonacci that we missed? Let us know in the Stemette Society below.