Fibonacci Inspired Design For British National Wildflower Center

by Tina Kells | March 27, 2009 at 06:07 pm
285 views | 36 Recommendations | 3 comments

When you hear the name Fibonacci you probably don't think of wildflowers but if the British National Wildlife Center has any say in the matter the two will soon go hand-in-hand.  A Fibonacci spiral inspired building has won a British National Wildlife Center's design contest and will be used to build the museum's new digs.

Fibonacci, who was also known as the Leonardo of Pisa (an homage to Renaissance Man Leonardo Da Vinci), was a mathematician who built his theories on the Arabic numeric system.  He was made famous by a reference to the Fibonacci Sequence in Dan Brown's novel The Da Vinci Code.


You might not intuitively associate wildflowers with mathematics, but as Ian Simpson Architects proves, the relationship between the two can inspire beautiful architecture. The architecture firm was part of the winning team in an open, international design competition to design the addition to an existing building at the British National Wildflower Center. The addition is meant to offer additional space for educational purposes, conferences, and seed production. In Ian Simpson’s winning design, a Fibonacci spiral sits slightly offset from beds of wildflowers, a metaphorical embrace of the mathematical patterns found in nature.

The design, according to Grant Luscombe, Chief Executive of Landlife, was also the public’s favorite design — a tribute to its ability to appeal to the public’s sensibility of beauty while also drawing from basic mathematical principles. Luscombe also said about the design: ”Entering the ‘flower head’ structure will be an inspirational experience by demonstrating how artists, architects and engineers over the centuries have used the simple angles and numerical sequences found in wildflowers.”

recommend This comment thread is now closed
0
Barbara McPherson

Mother Nature knows math!

1
Roy C

I am amazed to be in the company of people who actually know who Fibonacci is. I used to pass a bust to him when I would go up in the hills of Rome.

0,1,1,2,3,5,8,13,...

For those of you who might not know, you generate the next number adding the last number to the one before it.

If you divide each number by the next one, you get a series of number, rational numbers, that if you continued to infinity would give you "e", an irrational number like Pi, and all it turns out that wild thorns follow a series like this and pine cone pieces.

And that number is part of the Golden Mean, the ratio of a perfect rectangle as you see on the front of temples, where the ration of the length to the width is the same as the length plus the width to the length.

0
Paschen

Symmetry is with in Nature and beauty or the perception of such by us is based on Symmetric shapes and harmonious functions. Even classical music's harmonies or the Beetles hare based on symmetric harmonies. Mathematically demonstrable.. 

This story was created over 3 months ago, the comment thread is now closed.

What is NowPublic?

NowPublic lets people work together to cover news events around the world.

Find out more

Crowd Power

Barbara McPherson
First Flagged at 6:26 PM, Mar 27, 2009 by Barbara McPherson

Related Stories

Recommendations (36)

Most recently recommended by:
 

closeSign in to NowPublic

is reporting from