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The Golden Section is a ratio based on a phi (Φ).
The Golden Section is also known as the Golden Mean, Golden
Ratio and
Divine Proportion. It is a ratio or proportion defined by
the number phi = (1.618033988749895).
The ratio of the whole line (A) to the large segment (B) is the same
as is the ratio of the large segment (B) to the small segment (C). In
other words, A is to B as B is to C.
This occurs
only where: A is
1.618 times B and B is 1.618 times C.
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This ratio has been used by mankind for
centuries. Its use started as early as with the Egyptians in the
design of the Pyramids. |
* diagrams and explanation
provided by www.goldennumber.net,
for more information on the golden ratio visit
their site!
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| The golden ratio is used today in the
design of Spiral® . |
| H = Height of
structure (given) |
| A = Circumference |
| B = Distance from one side of footprint
to the other |
| C
= Width of Spiral® footprint |
| H times 1.618
= C |
| C times 1.618
= B |
| B times 1.618
= A |
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