A Study on the Physical Meaning of Golden Ratio

The identity of the golden ratio has been and continues to be controversial for a long time in history.

In modern times, it is generally the opinion of the majority that it is difficult to find any physiological meaning or relevance of the golden ratio.

The tendency to give physical meaning to the golden ratio is sometimes treated as ' pseudoscience '.

 

 The physical meaning of the golden ratio cannot be found in the calculation process of the current positional notation.

It is necessary to switch to the so-called  'dimensionless notation' method.

(The term of dimensionless notation is the first original concept we use.)

In other words, it will be easy to find the relationship between the golden ratio converted to the dimensionless notation  method and the physical constant.

I discovered that the golden ratio is a very important concept both geometrically and physically, and I would like to prove it.

First of all, historically, the concept of the golden ratio of dimensionless notation can be found in Plato's Timaeos.

Plato explained the process of  the universe's creation with the concept of golden ratio in this book.

We find that the golden ratio corresponds to the volume constant of a sphere, a geometrically three-dimensional particle.

 it corresponds to  helion mass equivalent (2017 CODATA adjustment: Fundamental Physical Constants).

Surprisingly, at the same time,  the volume constant of the golden ratio is physically the atomic mass constant.

It shows a so-called double overlapping pattern( quantum superposition ).

Furthermore, it was found to be closely related to 360 different physical constants.

In conclusion, if you extend the dimensionless  notation to  other mathematical constants,  you will find surprising facts.

For example,  Euler's Number 'e' of ' dimensionless notation ' corresponds to the physical constant of vacuum electric permittivity.

In particular, it is applicable to planetary motion in the solar system.

Curiously, it is also possible to apply it integrally to classical physics theory or quantum mechanics theory.