FIBONACCI
and
The Golden Mean/Ratio
and
The Golden Mean/Ratio
External Link
INTERESTING EXAMPLES OF THE GOLDEN RATIO IN NATURE
and a video:
What is the Fibonacci Sequence & the Golden Ratio? Simple Explanation and Examples in Everyday Life?
INTERESTING EXAMPLES OF THE GOLDEN RATIO IN NATURE
and a video:
What is the Fibonacci Sequence & the Golden Ratio? Simple Explanation and Examples in Everyday Life?
Use the Golden Mean to Create a Pleasing Visual Balance
The Golden Mean is a ratio of two different numbers.
A ratio is “golden” if the relationship of the larger to the smaller number is the same as the ratio between the two numbers added together and the larger number.
Numerically, the golden ratio is roughly 1.618 to 1.
However, you don't need to worry about the exact number. With a ruler and a pencil, you can quickly divide the entire canvas to create a workable basis for your composition designed around the golden ratio.
Create your own format.
The Golden Mean is a ratio of two different numbers.
A ratio is “golden” if the relationship of the larger to the smaller number is the same as the ratio between the two numbers added together and the larger number.
Numerically, the golden ratio is roughly 1.618 to 1.
However, you don't need to worry about the exact number. With a ruler and a pencil, you can quickly divide the entire canvas to create a workable basis for your composition designed around the golden ratio.
Create your own format.
- Start with a rectangular canvas or drawing paper, and connect two opposing corners with a diagonal.
- From the diagonal, connect one of the remaining corners to the diagonal by a line that is perpendicular to the diagonal.
Through the point on the diagonal where the perpendicular line meets it, draw two lines, one horizontal and one vertical that divide the canvas into four unequal sections. The ratio of the largest of these sections to the overall canvas is a golden ratio.
Ever since the Renaissance, artists have found that placing the focal point of their paintings near the intersection of the lines you have drawn gives the final work a pleasing balance.
You can see the principle played out obviously in the “The Houses of Parliament” by Claude Monet...
Ever since the Renaissance, artists have found that placing the focal point of their paintings near the intersection of the lines you have drawn gives the final work a pleasing balance.
You can see the principle played out obviously in the “The Houses of Parliament” by Claude Monet...