LEDO–Wave Reflection and the Fine-Structure Constant

Proton as a Reflector of LEDO Waves With a Forward Angle of $2\alpha$

The following interpretation and insight might come very striking for the more quantum physics engaged reader. All starting with this question: “What if a Proton was only a reflector of the directed rotonal LEDO-Wave of an Electron?”

preliminary sketch

Spoiler:

What is a Proton? It is half of a container that encapsulates an Anti-Electron. You are invited to follow the whole way of how this insight was established.

The Nucleus

We are going to enter the atom core and look at the structure of the nucleus. Based on the Olavian Atom-Model we already know the needs for entangled connections. After refreshing them we will try to list a few considerations an properties and structure the nucleus should have.

Particles

What physics often describes as “Particles” does not only referre to what we typically see as something with effective mass. Particles are energy packages and intermediate partitions of these. Particles can carry different modes of oszillations and resonances differently in all 3 spatial directions. Particles with 1 axis are Photons. With just a little more wobbling in second direction we come to the Neutrinos. Particles with 3 resonance axes are Leptons (e.g. electron) and the different frequency mixtures.

Building Molecules

Basics

Continuing the thoughts on the oscillations of exogenous driven Roton-Loops (2p orbital electrons) we see, that strong atomic bonds can be realized, by a shared rotation of two p-shell electrons. The p-shell electrons build a separate Roton-Structure which rotates at the combined resonance radii of two differt main shells.