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Postulates

Ever wondered why?

Electron Radius and Resonant Binding in the Olavian Atom Model

10 November 2025

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:

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Photons in Gravitational Fields

09 November 2025

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

08 November 2025

Extended solutions of Schrödingers equations
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Oscillatory–Rotational Interpretation of Atomic Orbitals

28 October 2025

Mapping classical orbitals (s, p, d, …) onto an oscillatory coordinate model using amplitude–frequency triples (Aₓ, Aᵧ, A_z).
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Dark Matter (Mystery)

01 February 2025  • Other languages: <a href="https://ledoigt.ch/ledoigt/de/notes/2025/darkmatter/" lang="de">Deutsch</a>

There is no such thing as ‘dark matter’.

A big mystery in modern physics: why do galaxies rotate as if there must be more matter than we actually see? Why is the universe said to expand faster than it should given the matter (stars and galaxies) we can observe? This ‘phantom’ unknown source of gravity is called ‘dark matter’.

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01 January 0001

Coupling of Coaxial Roton Spiral Waves

In this section we derive a compact coupling model for self-stable coaxial cylindrical (spiral) LEDO-waves, as they occur in the Roton-Model. We consider two Roton-spiral waves located on different ring radii, and compute how strongly the outer spiral wave can couple inward to the inner spiral wave. We also identify the geometric and frequency conditions for forward coupling, resonance, and the possibility of a backward-running component.

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Olav le Doigt  • © 2025  •  Roton Quantum Model

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