Anne Skyvington
  • Writing
  • Mythos
  • Travel
  • Australia
  • Book Reviews
  • Poetry
  • Memoir
  • Publishing
  • Guest Post
  • Psychology
  • home
  • ABOUT
  • Contact

Anne Skyvington

The Art of Creative Writing

  • Writing
  • Mythos
  • Travel
  • Australia
  • Book Reviews
  • Poetry
  • Memoir
  • Publishing
  • Guest Post
  • Psychology
Mythos

The Golden Ratio and How it Works in Nature

written by Anne Skyvington February 2, 2022
golden-ratio-math

Just look around you…on the ground and in trees, in the sky…

pine-cone

The Fibonacci Sequence is everywhere!

In Plants

In Pine cones the spiral pattern of the seed pods tend to develop in steps, upward and in opposite directions, numerically matching the Fibonacci sequence.

Sunflower seeds also follow this pattern, radiating outwards from the center to fill in spaces.  And the number of Petals on some flowers, such as the rose, follows the Fibonacci sequence.

In accordance with Darwinian theory,  each petal is placed to allow for the optimal exposure to sunlight.

This patterning also appears in some surprising places:

Hurricanes: Much like shells, hurricanes often display the Golden spiral.

Spiral galaxies have a number of spiral arms, with an overall shape identical to the Golden rectangle of the Fibonacci Sequence.

spiral-galaxy-milky-way

The Golden Ratio in the animal kingdom:

Dolphins, starfish, sand dollars, sea urchins, ants and honeybees also exhibit the proportion.

A DNA molecule measures 34 angstroms by 21 angstroms at each full cycle of the double helix spiral. In the Fibonacci series, 34 and 21 are successive numbers.

According to Stephen Skinner, the study of sacred geometry has its roots in the study of nature, and the math principles at work therein. Many forms observed in nature can be related to geometry; for example, the chambered nautilus grows at a constant rate and so its shell forms a logarithmic spiral to accommodate that growth without changing shape. Also, honeybees construct hexagonal cells to hold their honey. These and other correspondences are sometimes interpreted in terms of sacred geometry and considered to be further proof of the natural significance of geometric forms.

beehive

In Art and in Architecture

Geometric ratios, and geometric figures were often employed in the design of Egyptian, ancient Indian, Greek and Roman architecture. Medieval European cathedrals also incorporated symbolic geometry. Indian and Himalayan spiritual communities often constructed temples and fortifications on design plans of mandala and yantra.

The golden ratio, which is equal to approximately 1.618, can be found in various aspects of our life, including biology, architecture, and the arts. But only recently was it discovered that this special ratio is also reflected in nanoscale, thanks to researchers from the U.K.’s Oxford University. Their research, published in the journal Science on Jan. 8, examined chains of linked magnetic cobalt niobate (CoNb2O6) particles only one particle wide to investigate the Heisenberg Uncertainty Principle. They applied a magnetic field at right angles to an aligned spin of the magnetic chains to introduce more quantum uncertainty. Following the changes in field direction, these small magnets started to magnetically resonate.

The Golden Ratio and How it Works in Nature was last modified: February 2nd, 2022 by Anne Skyvington
what are examples of the golden ratio?what is the fiibonacci sequence?what is the Heisenberg Uncertainty Principle?what is the measurement of the folden ratio?
0 comment
0
Facebook Twitter Google + Pinterest
Anne Skyvington

I have been a reader/writer all of my life as far back as I can remember. Blogging has opened me up to another world, where I can share my skills and continue to create through word and picture. Writing is about seeing the world and recreating it for others to see through different eyes.

previous post
The Republican Movement is Back
next post
A First Day in Paris

You may also like

Ave Maria

January 22, 2013

C.G.Jung’s Active Imagination and the Dead

June 30, 2019

Revisiting Persephone in the Underworld

June 10, 2021

In praise of mothers and other positive...

May 7, 2018

Things I fear …

August 20, 2016

Have You Ever Experienced The “Numen”?

April 27, 2022

What is your favourite myth?

October 14, 2018

Shadows and Synchronicities

February 8, 2017

The Parable of the Twins

January 22, 2016

Are You Left Brained or Right Brained?

September 15, 2016

Leave a Comment Cancel Reply

You must be logged in to post a comment.

About The Author

About The Author

Anne Skyvington

Anne Skyvington is a writer based in Sydney who has been practising and teaching creative writing skills for many years. You can learn here about structuring a short story and how to go about creating a longer work, such as a novel or a memoir. Subscribe to this blog and receive a monthly newsletter on creative writing topics and events.

Buy Karrana my debut novel from Amazon online

EBook Cover

My How To book about Writing A Novel: The Big Picture

The Craft of Writing Included in Top Creative Writing Blogs

https://blog.feedspot.com/creative_writing_blogs/

Connect With Me

Facebook Twitter Google + Pinterest Linkedin Youtube Email

Recent Posts

  • Have You Ever Experienced The “Numen”?

    April 27, 2022
  • I visit the Ukraine in 1968

    February 25, 2022
  • In Search of a Voice

    February 19, 2022
  • Armidale: The Gang of Four

    February 18, 2022
  • KARRANA: A Professional Review

    February 11, 2022

I’ve joined ALLI

About The Author

About The Author

Anne Skyvington is a Sydney-based writer and blogger. <a href="http://anneskyvington.com.au She has self-published a novel, 'Karrana' and is currently writing a creative memoir based on her life and childhood with a spiritual/mystical dimension.

Popular Posts

  • Randwick Writers’ Group: Sharing Writing Skills

    May 7, 2020
  • 5 Further Publishing Facts

    April 1, 2020
  • Symbolism of Twins

    October 2, 2017
  • Facebook
  • Twitter
  • Linkedin

&copy: 2021 Anne Skyvington. All Rights Reserved. Site by Nate Hoffelder.


Back To Top