quotes

Specific example: (with the help of the Hammer physics formula collection (J. Lindauer Verlag (Schaeffer) - page 55 "matter waves")

4.1 The matter wave assigned to a moving particle:

Matter wave frequency = f

particle mass = m

Planck's constant = h

speed of light in vacuum = c

4.1.1 f = (m * c²) / h -------> f * h = m * c² --------> h = (m * c²) / f

Meine hungefeelse Solving the equation using the mathematical approach: 1 / 1 = 1 ("C.B.")

Planck's constant = 1 if the product of the particle mass (m) and the vacuum speed of light (c) ² is equal to the frequency of the matter wave (f)...

Application in practice:

Construct a technical system with which the constant (in a safe space = outer space)

to 1 and explore what advantages this brings... eg in relation to Anna and ASASSN-14 knockout (click)

To illustrate the problem in the galaxy I have this document with drawing.pdf   created (click)

After reading my emails (~04/01/21) said "Heuni": "Great danger, your formula is the solution."

-> You would have to reduce the speed of light from there, to protect us from an explosion...

New beginning:

4.1.1 f = (m * c²) / h -> f * h = m * c² -> f * h / m = c² -> square root of (f * h / m) = c (if c = c 0 )

Meine hungefeelse Solving the equation using the mathematical approach: 1 / 1 = 1 ("C.B.")

The speed of light is 1 when f * h = m (<--- the square root of 1 = 1; maybe ask a dentist)

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Annotation: "The Unit of measurement  is not specified here, since the formula applies to various constants..." (S.B.) - is available...

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In the physics - formulary are further examples, where a constant is formed by a fraction:

1. The specific charge of an alpha particle: 2e / m (alpha) = 4.8223 * 10 (7 power) C kg (-1 power). Considering the formula, the specific charge of an alpha particle would be equal to 1 if 2e = m(alpha).

2. The specific charge of an electron: e / m (electron) = 1.7588 * 10 (to the power of 11) C kg (to the power of -1). Considering the formula, the specific charge of an electron would be equal to 1 if e = m(electron).

3. The specific charge of a proton: e / m (proton) = 9.5788 * 10 (to the power of 7) C kg (to the power of -1). Considering the formula, the specific charge of a proton would be equal to 1 if e = m(proton)

P.S.: I personally wish for a lightsaber with a small solar core that has a light length of 1m...