2018
DOI: 10.11648/j.ijhep.20180501.13
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The Explaining of the Elementary Particles Cold Genesis by a Preonic Quasi-Crystal Model of Quarks and a Pre-Quantum Theory of Fields

Abstract: Through a preonic quasi-crystalline quark model, resulted as Bose-Einstein condensate of gammons: γ * = (e + e-) and by a pre-quantum cold genesis theory of matter and fields, which predicted the existence of a preon z 0 ≈ 34 m e experimentally evidenced in 2015, the elementary particles genesis is explained by the cold genesis of two preonic bosons with hexagonal symmetry: z π = 7z 0 ; z 2 = 4z 0 , which explains also the stability of quarks, by a mechanism with a first step of z * /(q ± /q 0) *-pre-cluster f… Show more

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Cited by 4 publications
(48 citation statements)
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“…According to a pre-quantum analyze of the forming process of a collapsed cluster of gammons considered as gammonic pairs: γ * = (ee + ) of axially coupled electrons with opposed charges [7], it resulted that -under a specific Bose-Einstein condensate forming temperature, T BE , the magnetic interaction between the gammons is enough for the gammons pre-cluster forming and self-confining, with the forming of a stable particle-like cluster, if the external magnetic field B not exceed a critical value B c given by the condition that the V B (B-γ * ) potential to be lower than the V γ (γ * -γ * ) potential: 3 . The gammonic pairs may results -in the magnetic field of a neutronic star, from nuclear γ-emissions resulted particularly by K-electron capture: p r + e + → n e + γ and by combinations between electrons resulted from attracted atoms and positrons resulted as β + -radiation emitted by protons transformed into neutrons: p r → n e + e + + ν, which are trapped in the star's magnetic field, in which has the Hamiltonian:…”
Section: The Bose-einstein Condensate Of Gammons In a Magnetic Fieldmentioning
confidence: 99%
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“…According to a pre-quantum analyze of the forming process of a collapsed cluster of gammons considered as gammonic pairs: γ * = (ee + ) of axially coupled electrons with opposed charges [7], it resulted that -under a specific Bose-Einstein condensate forming temperature, T BE , the magnetic interaction between the gammons is enough for the gammons pre-cluster forming and self-confining, with the forming of a stable particle-like cluster, if the external magnetic field B not exceed a critical value B c given by the condition that the V B (B-γ * ) potential to be lower than the V γ (γ * -γ * ) potential: 3 . The gammonic pairs may results -in the magnetic field of a neutronic star, from nuclear γ-emissions resulted particularly by K-electron capture: p r + e + → n e + γ and by combinations between electrons resulted from attracted atoms and positrons resulted as β + -radiation emitted by protons transformed into neutrons: p r → n e + e + + ν, which are trapped in the star's magnetic field, in which has the Hamiltonian:…”
Section: The Bose-einstein Condensate Of Gammons In a Magnetic Fieldmentioning
confidence: 99%
“…The virtual radius: r µ n of the proton's magnetic moment, µ p , results -in the theory, by a degenerate Compton radius r λ = λ/2π = Ћ/m p c of the attached positron, which decreased when the protonic positron was included in the N p cluster volume, (N p -the number of quasielectrons of the particle), from the value: r µ e = 3.86x10 -13 m, to the value: r i = r µ p = 0,59fm, as a consequence of the increasing of the impenetrable quantum volume mean density in which is included the protonic positron centrol: m 0 , from the value: ρ e to the value: ρ n ≅ f d ⋅N p ⋅ρ e . This phenomenon may explain the neutron according to a "dynamid" model, with a degenerate electron with degenerate magnetic moment: µ e s = -4.597µ N rotated inside the quantum volume of a proton by the etherono-quantonic vortex Γ(µ p ) of its magnetic moment µ p , with a speed v e ≈ 1.7x10 -2 c, to an orbital with a radius: r e * ≈ 1.283 fm [6] under dynamic equilibrium of forces on tangent and radial directions. The difference between the neutron' mass and the proton' mass: ∆ n ≈ 2.6 m e , is given by a "weson" wcomposed of the attached negatron and a linking gammon: σ(e *+ -e *-) which is transformed into an electronic antineutrino given as pair of electronic centroids (with null spin, identical with the electronic neutrino, resulted as Majorana particle), by the loss of the quantum volume of quasielectrons, the quasielectron mass resulting of value: m e * = (∆ n -1)/2 ≈ 0.81 m e, [2][3][4]6].…”
Section: Introductionmentioning
confidence: 98%
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