A Quasi-Unitary Pre-Quantum Theory of Particles and Fields and Some Theoretical Implications
International Journal of High Energy Physics
Volume 2, Issue 4-1, August 2015, Pages: 80-103
Received: Jun. 3, 2015; Accepted: Jul. 12, 2015; Published: Jul. 23, 2015
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Marius Arghirescu, State Office for Inventions and Trademarks, Bucharest, Romania
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Through a phenomenological approach using the concept of sub-quantum fluid, the theory argues the possibility of a cold genesis of elementary particles and of fields, explaining the electro-magnetic and the gravitic fields by equations of ideal fluids applied to the subquantum and the quantum “primordial dark energy”. The possibility to explain the cold genesis of “dark” photons and of “dark” elementary particles is obtained by a CF -chiral soliton model of lepton, resulted as vortex of „primordial dark energy”, respective- as Bose-Einstein condensate of gammonic (e+-e-)-pairs confined in a very strong magnetic field, in the Protouniverse’s period of time. This possibility results by a model of primordial ‘gravistar’ with a self-growing property given by the confining of “primordial dark energy” into “dark photons” and into “dark particles” by a “vortex cascade” mechanism induced by its magnetic field and gravitationally sustained. The supposed primordial “big bang” of the Universe results as a period of gravistars transforming into magnetars, supernovae and into (micro) quasars. The resulted model of expanding Universe gives a semi-sinusoidal variation of the expansion speed. The approach, even if does not propose an enough unitary equation of the known basic fields, it explains naturally the fundamental interactions, by the same basic concept.
Unitary Theory, Gravistar, Chiral Soliton, Dark Energy, Dark Matter, CF-Particles, Bosons Confining, Expanding Universe
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Marius Arghirescu, A Quasi-Unitary Pre-Quantum Theory of Particles and Fields and Some Theoretical Implications, International Journal of High Energy Physics. Special Issue:Symmetries in Relativity, Quantum Theory, and Unified Theories. Vol. 2, No. 4-1, 2015, pp. 80-103. doi: 10.11648/j.ijhep.s.2015020401.17
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