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Tote Bag : Fibonacci spiral, artwork

Fibonacci spiral, artwork



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Fibonacci spiral, artwork

Fibonacci spiral. Computer artwork of a spiral within squares whose sides decrease in length by a factor of 0.168. This number (phi) is derived from the golden ratio Phi (1.618). The spiral is formed by drawing a quarter circle in each box. It resembles that seen in nature, such as the shape of a snails shell or the segmentation of a pine cone. The Fibonacci spiral was named after the Italian mathematician Leonardo Fibonacci (1170- 1230), and is also known as an equiangular or logarithmic spiral

Science Photo Library features Science and Medical images including photos and illustrations

Media ID 6293789

© SEYMOUR/SCIENCE PHOTO LIBRARY

Circles Fibonacci Golden Ratio Mathematical Mathematics Maths Number Rectangle Spiral Spirals Square Squares 1618 Computer Artwork Logarithmic Rectangles


Canvas Tote Bag

Our tote bags are made from soft, durable, poly-poplin fabric and include a one inch (2.5cm) black strap for easy carrying on your shoulder. All seams are double-stitched for added durability. Each tote bag is machine-washable in cold water and is printed on both sides using the same image. Approximate size of bag is 50x33cm (20"x13")

Our tote bags are made from soft durable fabric and include a strap for easy carrying

Estimated Product Size is 32.7cm x 50cm (12.9" x 19.7")

These are individually made so all sizes are approximate


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> Science Photo Library > Top Picks

> Animals > Insects > Snails > Related Images

> Animals > Mammals > Cricetidae > Golden Mouse

> Animals > Mollusks > Cone Shells

> Animals > Mollusks > Cone Snail

> Posters > Scientific Posters


EDITORS COMMENTS
This print showcases the mesmerizing beauty of a Fibonacci spiral, created through intricate computer artwork. The spiral is composed of squares that gradually decrease in size by a factor of 0.168, derived from the renowned golden ratio Phi (1.618). Each square contains a quarter circle, resulting in an enchanting pattern reminiscent of nature's wonders – be it the elegant shape of a snail's shell or the intricate segmentation found on pine cones. Named after Leonardo Fibonacci, an esteemed Italian mathematician from centuries past, this equiangular or logarithmic spiral exemplifies the harmonious relationship between mathematics and art. It serves as a visual representation of mathematical concepts such as numbers, rectangles, circles, and squares intricately intertwined to form an awe-inspiring composition. The significance lies not only in its aesthetic appeal but also in its connection to natural phenomena observed throughout our world. As we gaze upon this remarkable artwork captured by Science Photo Library, we are reminded once again that patterns inspired by mathematics can be found all around us – from seashells washed ashore to the delicate petals of flowers unfolding under sunlight. Let this image serve as a testament to humanity's ceaseless fascination with both science and art; where creativity intertwines with logic to create something truly extraordinary.

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