Golden ratio flower

The Golden Ratio Phi, represented with the Greek letter φ in honor the Greek sculptor Fidias, is a mathematical concept that makes reference to a peculiar proportion between straight line segments that can be observed in the nature (flowers, leaves, branches, roots, molluscs, starfishes, structures of chorale, rock crystals, snowflakes, ideal proportion between the parts of the human body, etc…) and in certain geometric figures (triangle, circle, squaring, rectangle, star, ellipse, rhombus…

There is a concrete, mathematical approach that can help us get one step closer to creating amazing design experiences every time: the Golden Ratio.

The proportions of the golden rectangle can be expressed in the ratio of the parts to the whole.

This quarter, Volume 55 celebrates the mathematical sequence established by Leonardo Fibonacci. This sequential equation occurs all around the natural world. From tiny pine cones to towering pines, flowers, and bees, the Golden Ratio is woven into the fabric of biology. Click through to our blog for just a few of the many examples of how the Fibonacci sequence appears in nature.

Nature Golden Ration

Phi, or 1.618, is known as the golden ratio, and can be found throughout artistic composition and nature. It can be represented in the formula (a+b)/a = a/b = phi.This formula applies to the golden…

Nature is beautiful, and these 7 examples of the Fibonacci sequence are a wonderful depiction of the mathematic principle.

The universe may be chaotic and unpredictable, but it's also a highly organized physical realm shaped by the laws of mathematics.

The ratio of the Fibonacci sequence is known as the perfect proportion for creating well balanced designs.The Golden Ratio really has become the way to go.