Traditional Culture Encyclopedia - Photography and portraiture - How to calculate the golden ratio of 0.6 18?
How to calculate the golden ratio of 0.6 18?
1, the golden ratio, also known as the golden ratio or Huang Jinlv, is a ratio widely used in the fields of art, architecture and design. The ratio is 1: 1.6 18, or expressed as 0.6 18. This ratio is considered to be the most aesthetic because it is also common in nature.
2. The golden ratio can be used in various places, such as architectural design, photographic composition and music creation. The calculation method of the golden ratio is actually very simple. First, you need an initial value, usually 1. Then, you need to multiply this value by 1.6 18. In this way, you can get the golden ratio.
3. The calculation formula is: golden ratio = 1× 1.6 18, and the calculation result is: 1.6 18, so the golden ratio is 1.6 18.
The significance of the golden ratio
1, the golden section ratio is considered to be the most aesthetic ratio, because it is also very common in nature. The significance of the golden ratio lies in the beauty and balance it represents. In art design, the use of the golden ratio can make the works look more harmonious, balanced and beautiful.
2. In architectural design, the golden ratio is widely used in various architectural elements, such as the ratio of windows, doors and columns to the whole building. In painting and photography, the golden ratio is also widely used in composition and layout to create more aesthetic works.
3. The golden ratio is widely used in other fields besides art and design. For example, in the scientific field, the golden ratio is used to explain natural phenomena and the laws of the universe. In economics, the golden ratio is also used to explain market fluctuations and economic cycles.
4. The golden ratio is an irrational number, defined as (√5- 1)/2, and its ratio is 1: 1.6 18. The unique property of the golden section is first applied to divide a line segment into two parts, and the ratio of the length of the shorter part to the length of the longer part is equal to the ratio of the length of the longer part to the whole length.
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