Abstract
Here, we report a summary of some works already published. We highlight the existence of a new paradigm in physics of hadrons, based on the idea that quarks, and hadrons are geometric structures of coupled quantum oscillators. The geometric form is “Aurea” (golden), and, so, the representative model is called Aurum Geometric Model (AGM). To realize these structures, the quantum oscillators must be to structure at sub-oscillators, and half-quanta (IQO). To a structure-particle, we associate a structure equation, and, by, an appropriate mathematic procedure, we find the values of hadronic masses, like quarks, mesons, and nucleons.
Highlights
We report a summary of some works already published
We highlight the existence of a new paradigm in physics of hadrons, based on the idea that quarks, and hadrons are geometric structures of coupled quantum oscillators
To a structure-particle, we associate a structure equation, and, by, an appropriate mathematic procedure, we find the values of hadronic masses, like quarks, mesons, and nucleons
Summary
The start point of a new path in physics is an apparent coincidence [1]: the numerical ratio between the Compton’s wavelength ( pl) , and ( p) is:. We can depict the geometric form of a quark [1] by three spheres (Vertex) being placed at the vertices of a golden triangle and connected by springs (Joining). We notice that this structure can be realizable only through “particular” quantum oscillators, point out by the acronym (IQuO) [7][8]. Because the three quantum oscillators constitute a unique physical object, i.e. a unique quark, they cannot be detected separately, as shown in Fig. 3: IQuO - Vertex. In ref. [11], we have shown the golden geometric structure of quark (s,c,b,t) , and demonstrated that the number of quarks structures is six
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