Abstract

This article presents the hypothesis that the vacuum is endowed with a quantum structure; the vacuum particles would be Friedmann-Planck micro-universes. For this, the article introduces a quantization of a closed Friedmann universe, then a quantization of the photon spheres filling this universe. This approach gives a numerical value consistent with cosmological measurements for the current dark energy density of our Universe. Next, the article takes the content of a model published in Physics Essays in 2013 [1], assuming that elementary particles are Schwarzschild photon spheres; these could be derived from the Friedmann photon spheres composing the vacuum particles. It is further recalled that the model presents a unified structure of elementary particles and allows us to calculate the value of the elementary electric charge as well as the mass of the elementary particles.

Highlights

  • The contraction of a homogeneous and isotropic universe such as our own, governed by a Friedmann evolution equation, implies that it passes through a radiative phase dominated by radiation

  • The article takes the content of a model published in Physics Essays in 2013 [1], assuming that elementary particles are Schwarzschild photon spheres; these could be derived from the Friedmann photon spheres composing the vacuum particles

  • We presented in Physics Essays [1] a model assuming that elementary particles are self-gravitating photon spheres in a Schwarzschild field

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Summary

Introduction

The contraction of a homogeneous and isotropic universe such as our own, governed by a Friedmann evolution equation, implies that it passes through a radiative phase dominated by radiation. Our hypothesis is developed by writing a Schrödinger equation of the Friedmann universe starting from the equation of evolution in general relativity It results in a quantization whose fundamental state is characterized by a radius, an energy, and a density of energy close to the corresponding Planck units. The article proceeds to a quantization of the photons of the FriedmannPlanck micro-universe studied previously, which shows that the photons are structured in concentric spheres, later called Fp-spheres The number of these spheres is calculated by comparing their cumulative total energy and the energy of the Friedmann-Planck micro-universe. That article developed the hypothesis that the elementary particles consist of spheres of self-gravitating photons in a Schwarzschild field (later called Sp-spheres) This approach makes it both possible to calculate the value of the elementary electric charge and to propose a representation of all the elementary particles, as well as hypothetical sterile neutrinos. Two papers published in Physics Essays [3] and in Nova Science Publisher [4] propose a derived model for calculating the masses of the charged leptons for the first and those of all the elementary particles for the second; see a summary presentation of this model in the Appendices

Quantification of a Closed Radiative Friedmann Universe
Quantization of the Photons of a Radiative Closed Friedmann Universe
Density of the Dark Energy of Our Universe
Elementary Particles
Calculation of the Electric Charge Associated with a Polarized Photon Sphere
Calculation of the Elementary Electric Charge
Structure and Representation of Leptons
Structure and Representation of Quarks
Hypothesis on Sterile Neutrinos
Application of the Model
Interpretation of the Quantum Theory Resulting from the Model
Quantum and Classical Particle Systems
Cosmological Aspects
Conclusions
Radiative Corrections to Coulomb’s Law
Infinite Sum
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