Abstract
We formulate the idea of a Universe crossing different evolving phases where in each phase one can define a basic field at lattice structure (Uk) increasing in mass (Universe-lattice). The mass creation in Uk has a double consequence for the equivalence “mass-space”: Increasing gravity (with varying metric) and increasing space (expansion). We demonstrate that each phase is at variable metric beginning by open metric and to follow a flat metric and after closed. Then we define the lattice-field of intersection between two lattice fields of base into universe and we analyse the universe in the Nucleo-synthesis phase (intersection-lattice ) and in the that of recombination (intersection-lattice ). We show that the phase is built on the intersection of the lattices of the proton (Up) and electron (Ue) or . We show UH to be at variable metric (open in the past, flat in the present and closed in the future). Then, we explain some fundamental aspects of this universe UH: Hubble’s law by creating the mass-space in it, its age (13.82 million of Years) as time for reaching the flat metric phase and the value of critic density. In last we talk about dark universe lattice , having hadronic nature, and calculating its spatial step and its density in present phase of .
Highlights
It is evident in this paper that the idea of the universe structured in universeslattice (Ui) of base and crossing different evolving phases at variable metric doesn't oppose to the actual model of universe
Our theory being built on the lattices of field at massive coupling is coherent with the Equivalence Principle (EP) and can solely express a relativistic cosmology
If we talk about [mass creation space creation] it is evident to propose the conjecture of a equivalence principle between mass and space
Summary
2.1) we conjecture that the mass is given by a particular “transversal additional coupling” (called even “massive coupling”) between the oscillator chains of the base Ξ-Field This additional coupling builds a massive field (Ξ) with lattice structure on the Ξ-field, where is given a “Time Step” (τi) and a “Space Step” ( i) and on which it has empirical sense talking about Reference Frame (RF) associated with a massive particle (mi) with Compton wavelength ( i). In this way, the mass (mi) of each particle could be identified by a distinct and articulated structure of coupling of Quantum Oscillators (QuO) of the ΞU-field. We calculate into UH the density of dark mass and we find a value next to one of critic density, so answering to question of missing mass
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