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Kultainen leikkaus 1,618

Golden Ratio Today

It is advisable to become acquainted on the Golden Ratio by way of the Internet pages. Commonly saying, a large part of Internet pages join to the art by mean of the composition. Some pages look at the Golden Ratio topic by way of the nature examples which can be found numerous. Later the Equivalent Proportional Calculation illuminates the nature associated calculation. We calculate also ageing fatiguing in different forms and so on. The next time we travel to watch the pyramids, we will examine them in others in thought. After all, they are also products of their time.

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Become familiar with Internet pages, so the figure 1,618 remain to mind by way of the examples. On some pages there is question of commercialness, and offer to the topic associated products. The architecture gets also attention. This happens by way of thousands of years ago  prepared constructions. This beginning from the Egypt's pyramids and continuing by way of Greek building to today's space concept. From Internet material we would get a book, but the knowledge of the book in any case would remain for the scratch of surface. In our country has been made at least two university final works of the Golden Section Ratio associated mathematics. These works have like the other comparable final works, not solved the mean of the Golden Section Ratio. The intention of the final works is of course not to solve the Golden Ratio's secret. The golden ratio has fascinated mankind for thousands of years. When it is looked at, the subject has dropped the viewer down. This the Equivalent Proportional Calculation (EPC) will no longer do.

Golden Ratio

golden_ratio.jpgTwo quantities are in the Golden Ratio if the ratio of the sum of the quantities to the larger quantity is equal to the ratio of the larger quantity to the smaller one. The Golden Ratio is an irrational constant, approximately 1.61803398874989.

a) From the heel to the knee - From the heel to the nave

b) From the knee to the hip joint - From the nave on top of the head

In philosophy, rationality is the exercise of reason and irrationality is the opposite. EPC Calculation is coming to show irrationality to be partly wrong. Other names frequently used for the Golden Ratio are the Golden Section (Latin: sectio aurea) and Golden Mean. Other terms encountered include extreme and Mean Ratio, Medial section, Divine Proportion, Divine Section (Latin: sectio divina), Golden Proportion, Golden Cut, Golden Number, and mean of Phidias. In this calculation the Golden Ratio is denoted by the Greek lowercase letter phi φ.

( a + b ) / a = a / b = (fii) = 1,618 033 988

  5 / 3  /1.03 = 1.618   5 >  The proportional limit of the calculation  <  5   8 / 5 = 1.6

All living bodies, and machine components have the relationship. Based on the golden section may make different kinds of comparison, because all relationship is predetermined.

In Other Words

Cut off the rod 100 cm into two parts, so that a longer section is 61.8 cm. The rod is cut to the golden section ratio 100 cm /61.8 cm = 1.618

A shorter length is 38.2 cm. Golden section gives a partly false impression of designation, as a certain ratio of a cutting. Golden ratio is the matter related factor, which determines the forces acting between. Dangerous sharing is a concept which can be used for modeling the drawing below.

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The golden ratio as visual geometry

Pascal's triangle factor between rows 1.1, as well the strength calculation coefficient 1.12. "Cutting" can continue five times, after which the proportional limit is exceeded. The same can try folding the paper neatly five times.

In year 2017

An example of how Wikipedia delivers false information.

Golden ratio

Ancient Greek mathematicians first studied what we now call the golden ratio because of its frequent appearance in geometry.

Pyramidi_Egypti.jpgThe Greate pyramid in Egypt is thousands of years older than the Greek antique.

One Egyptian pyramid is remarkably close to a "golden pyramid"—the Great Pyramid of Giza (also known as the Pyramid of Cheops or Khufu). Its slope of 51° 52' is extremely close to the "golden" pyramid inclination of 51° 50' and the π-based pyramid inclination of 51° 51'; other pyramids at Giza (Chephren, 52° 20', and Mycerinus, 50° 47') are also quite close.

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30.11.2017*23:10 (891 - 21)
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