I have just added a new paper into the project "The daon theory".
Where we present some unknown forces acting within the atoms, giving the explanation to the strange behaviour of the electrons. We present a simulation program (ATOMOL) able to follow all charged particles within an atom, including their velocity, position and energy at any given moment. We explain the electron's associated wave, the fine structure constant, the constant of Planck and we explain and calculate the magnetic moment of the electron and the nucleus.
The trajectory of the electrons for the atoms H-Ne are presented and also the explanation for some rules of atomic physics.
Sorry, the paper in question didn't appear as it should, it should be ok now.
I propose You read and comment it. I'm very curiouse to know what you think about it!
Hello Stellan, I have read the discussion posted above. However, I wanted to know if your simulations are defying the Heisenburg Uncertainty Principle by precisely tracking the velocities and positions of the electrons?
Aren't we back to the pre-Bell discussion about the nature of quantum uncertainty?
Dear @Plimac No, I have made a simulation program which gives the correct values of the energy levels as well as, the instantaneus position and velocity of any electron (or nucleus) + of coarse an adequate theory to explain it. It is not a question of theory but of result.
Stellan Gustafsson The words "some rules of atomic physics" in your initial question are the key point. If you put together a many-body theory that reproduces all results of QED while preserving a classical view of the electron, this would be a revolution. A semiclassical theory reproducing some results of QED - ok, but so what?
Dear @L.I.Plimac I suggest that you read the paper before further discussions. It is not only a manybody theory for atomic physics but The Daon theory is supposed to be the final theory of fundamental physics. I am preparing other papers treating particle physics and gravitation-cosmology. O I forgot, in about next week I will also put in a paper explaining relativity.
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