Life and the Golden Ratio
“All life is biology. All biology is physiology. All physiology is chemistry. All chemistry is physics. All physics is math.”
Dr. Stephen Marquardt
The design of life is based on a “Golden Ruler™”
It has long been known that the Golden Section, or Divine Proportion, appears in certain proportions of living organisms. In 1997, I began to wonder how universal this was and how far it could be applied. I took a golden section of a line not just once, but many times, to form what I like to call the “golden ruler,” shown as follows:
First, take a line and divide it so that the proportion of (B) to (A) is the same as the proportion of (C) to (B):
Divide the line again and again in the same way:

Combine the segments to create a measuring stick or “Golden Ruler™:”
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This appears in the proportions of many life forms:
In the dimensions of the human body:
In the dimensions of the human face:
In the dimensions of spirals in sea shells:
In the dimensions of the body sections of insects:
In the dimensions of fins and other key body features in sea life:
The Golden Ruler™ can be expanded to a Golden Grid™
You can take the process another step further by creating a “Golden Grid,” taking it from one dimension to two dimensions:

This approach can be used to explain the physical proportions of many life forms, but the most beautiful application is found in humans:
It appears that this “golden ruler” is a common, if not universal, metric in the design of living organisms.
Try it on the Do It Yourself page!

















{ 4 comments… read them below or add one }
nice info.not a complete or vast info.its just pointing only.please include more info.
Please see the links in the Life category in the right margin of this page for additional information on phi and the golden ratio in life, or go to the Golden Ratio in Life category page.
thanx for the amazing info. i have already read about it in The Da Vinci Code by Dan Brown. Could you please include more geometrical charts from which we can derive phi?
The Geometry page is a great place to start for geometric constructions of phi.