- Kari kolehmainen Samaa tarkoittava suhdelaskenta

Coefficient 0.785 in EP-Calculationfinnish_translation.jpg

Kerroin 0,785 suhdelaskennassa

Circle_0785.jpg

7.85 kg/dm3

Visual Geometry

The specific gravity of steel, 7.85 kg/dm³, is one of the values on which EP‑Calculation partly bases its reasoning, alongside the speed of light in the context of time dilation. When the phenomenon is examined, the same proportional value frequently emerges, which is why the analysis is grounded in iron (steel). In these examinations one need only observe how the coefficient connects to the number 4 in several distinct senses — with π remaining an essential part of the picture.

7.85 x 4 = π

The formation of metal

To calculate strength, the required material is iron, which is the most abundant element on Earth. Iron, known in its material form as steel, is suitable for this purpose. The five tiers of ratio calculation represent proportionality limits, and iron falls on this tier at a temperature of 4000 K. Elements heavier than iron require nuclear fusion to form. We remain with steel (S235 and S355), corresponding to a temperature of 106 K, as shown in the table. Elements lighter than steel make up 99.99997% of the composition of stars. Elements heavier than steel form only a small minority, but their number accounts for about two‑thirds of all elements.

Nuclear reaction                      Temperature 106 K     Pascal's triangle         

0. Hydrogen => helium                               10 - 40                                  1

1. Helium => carbon, oxygen                     100 -200                         1           1

2. Carbon => neon, sodium, magnesium       800                       1           2          1

3. Neon => magnesium, silicon                    1 700                  1        3           3         1

4. Oxygen => silicon, sulphur                       2 100            1        4          6           4         1

5. Silicon => titanium, Zinc, nickel, Iron       4 000        1        5       10         10         5        1

The Pascal's triangle fifth row shows the value of the golden ratio 1.61(8)

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