Originally posted by elas
vlamir
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We come at the problem from two different points of view, yours is the mathematical theoretical approach that seeks numerical perfection. Mine is to explain ‘how’ and ‘why’ ...
My mathematical theoretical approach to a problem is based on outcomes of my experiments with ring oscillators. The ring oscillator works not as a linear harmonic oscillator of Hertz. The equations for energy of a ring oscillator are more complex, but they can logically answer problems:
- what are quantum numbers
- what is the fine structure constant
- what is Planck’s constant
Besides, these equations equally feature resonance processes, as in macro-objects, and micro-objects. I have in view of a spectral characteristic of atoms.
In PF2 I explicated topic “ Polytron I ”, in which I have shown some possibilities of my approach in application to atom of hydrogen. I want to prolong talk and to begin a new theme “ Polytron II ”, where I would like to occupy with atom of helium.
Now let me to return to electrons.
If an electron to present as a ring, irrespective of there is whether or not in it a kernel, on perimeter of a ring it is possible to dispose some number of waves. This is one of quantum numbers.
Minimum number = 1. In this sense one half-wave can have properties EM+, accordingly other half-wave will have properties EM–.
According to my suppositions (and calculations), now the universe is in that state, when the electrons have 117 and 118 waves. It corresponds to temperature of the universe about 3K, i.e. Cosmic Background Radiation.
However, waves in electrons cannot be considered as photons. The experiment displays that the frequency of photons is shaped as a difference of return natural frequencies of an oscillator.
Here are most composite problems: HOW and WHY?