Considerations

Welcome to the master level of the Roton-Model, and to one of the crown disciplines of self resonant spatial structures.

Results

We will model this:

• An electron is regarded as a Tri-Roton consisting of 3 Rotons with the same center. Every Sub-Roton has an own axis orientation in space.
• A free entangled rotonal system acts as an own compound not revealing its content. It acts as a point-like center - even though it is not.
• While a photon is constantly fleeing its own energy field, an electron is fixed in space in 3 directions by it’s inertia/energy center. Every move along one photons axis forces the other Rotons to change their axis orientations which is bound to inertia and time.
• When the electrons Roton-Speed is fixed (e.g. c) then it can have any size and still keep the same energy.

Triggering attempt

When starting this whole “project” of the Rotonal model the author came up with his initial vision (illusion?) of an electron:

Assessment

On basis of the Roton-Model, we predict additional attractions within an atom which do not match with calculations by a pure Coulomb potential.

Hypthesis:

• The individual electron-proton entanglement leads to a constant additional attraction between each electron and the nucleus.
• Non-Entangled additional electrons in a Ion (e.g. H-Atom) should not show such a tight coupling.
• The Shell-Rotons (and Resonons) lead to additional attraction which are dependent on the total number of electrons and their spatial (x,y,z) contributions to a shell of specific size.

Observation

Verification:

Why is this chapter necessary?

Originally the Roton-Model was no intended to make use of any standard concepts. Instead it lives from hierarchical structure self-sustained resonances. The world is built up from scratch. This approach does not define, whether a certain level of rotational construct corresponds to e.g. a real photon, electron or neutron.

Compact overview of how massive objects influence light — trajectory, energy, polarization — with space reserved for interpretation within the Roton model.

Extended solutions of Schrödingers equations