Consciousness of the Real

Gravitation

In this model, gravitation does not result from a force of attraction, but from local deformations of quantum space-time caused by the presence of matter. Matter, by transferring spations to another dimension (via transions), partially empties space-time of its substance. This creates a local depression in density and pressure.

Illustration of a gravity model based on transions. A: a mass (planet or photon) naturally follows the curvature of the local spacetime fabric without experiencing a classical force. B: an intense gravitational field, showing the density depression caused by a strong flow of spations. C: a black hole represented as a transion absorbing all flavors of spations, with no matter remaining. The model suggests gravity emerges from local quantum spacetime deformations caused by matter transferring spations to another dimension.

A planet or a photon (figure A) does not experience a force in the classical sense. They simply follow the curvature induced by the flow of the spatio-temporal fabric. Black holes (figures B and C), then, would be fields in which all flavors of space-time spations are being transferred. The question that once arose — what happens to matter entering a black hole — finds its answer: it does not enter it; destroyed, it merely increases the number of spations that the black hole can transfer at once.

Origin of Quantum Forces

Geometric representation of spation flavors involved in particle formation. Top: a tetrahedron built from dimensions 1, 2, 3, 4, and 5 groups four spation flavors — associated with charges 1/3, 2/3, and 3/3 — arranged to form a coherent structure corresponding to the electron family. Bottom: another tetrahedron, based on dimensions 2, 3, 4, 5, and 6, shows a configuration forming another family (neutrino, up and down quarks). On the right, each configuration is shown flattened as a 2D projection, with the corresponding Q charges indicated in each sector.

A spation with electron charge (3/3) would not be directly influenced by a current of spations sharing zero to two axes with it, but would instead be driven by a current composed of two or three spation charges that, together, share its three axes. Thus, a composite particle made of three quarks with a uud charge configuration-such as the proton-can interact electrostatically with a particle carrying an electron charge.

Strong Force

Elementary particles with different charges could combine if they share dimensional axes. As their fields overlap and jostle each other, they would, through inflareaction, become more massive than the sum of their individual components taken separately.

Representation of a proton composed of three quarks: two up quarks (u) with charge +2/3 and one down quark (d) with charge –1/3, adding up to a total charge Q = 1. Each quark is shown as a spiral vortex. On the right, a simplified depiction of the proton shows the three quarks grouped in a circle, followed by the proton symbol (?).

Immersed in the same field, the force binding them would grow stronger the farther apart they are, up to the point of coupling rupture. This force would therefore possess the characteristics of what is called the strong force. It could indirectly bind nucleons, thus enabling them to form atomic nuclei:

Illustration of atomic nucleus formation: protons (?) and neutrons (?) interact and bind via an attractive force (red arrows). The particles cluster into increasingly complex structures (light and heavy nuclei). On the right, the entire nucleus is enclosed in a field envelope showing the probable paths of electrons orbiting around the atomic nucleus.

Quark Alternation

The two diagrams on the left show the dimensional combinations forming a proton (?) and a neutron (?), each composed of three flavorized spations (u and d) arranged in a tetrahedral structure. The proton shares only two dimensional axes with the neutrino charge (v), allowing them to coexist without interference. Conversely, the neutron shares only two axes with the electron charge (e), enabling spatial overlap as well. On the right, these structures are represented as composite spheres containing u-d combinations and their associated charges, with dynamic alternation of their internal configurations.

Composite particles, made up of three u and d quarks, would thus form the nucleons known as the proton and the neutron, which make up atomic nuclei. Since the proton shares only two axes with the neutrino charge, spations of that charge could occupy the same position in space-time. Likewise, since the neutron shares only two axes with the electron charge, spations of that charge could also fill it. Their presence would stabilize the nucleon in its proton or neutron charge, but would not prevent the quarks from alternating in "color."

Bluish sphere containing the Greek letter P, used here as a stylized representation of a proton.

Simplified diagram of a proton composed of three quarks: two up quarks (u) in green and blue, and one down quark (d) in red, arranged in a triangular pattern inside a pink sphere. The image illustrates the alternation of quarks within a proton.

Simplified diagram of a neutron composed of three quarks: two down quarks (d) in red and green, and one up quark (u) in blue, arranged in a triangular pattern inside a light blue sphere. The image illustrates the alternation of quarks within a neutron.

Gray-blue sphere containing the letter N, used here as a stylized representation of a neutron.

Since quarks, once united, would not only draw in the electron or neutrino charges, but also all quark charges, the pressure they exert should likewise cause them to alternate within nucleons — without changing the nucleon's relationship to the electron or neutrino.

Weak Force

Beta minus and beta plus decays: top row shows a neutron turning into a proton, electron and antineutrino; bottom row shows a proton turning into a neutron, positron and neutrino. Each transformation involves a quark change (d to u or u to d) linked to constraints from electron or neutrino charge spations, causing W boson emission and internal reorganization of the nucleon.

Since a quark change (from u to d or d to u) would invert the nucleon's relationship with the spations of neutrino and electron charge, this implies that the constraints exerted by these spations — or by their particles — could also force the nucleon to undergo a quark change, with all the consequences that follow.

Electron capture by a proton. The electron approaches the proton and crosses a barrier of electron spations. Inside the proton, the structure reconfigures: one u quark turns into a d quark, transforming the proton into a neutron and releasing a neutrino.

As the proton draws in the electron charge without absorbing it, spations of that charge accumulate around it, thereby increasing their pressure. If an electron crosses this barrier of electron spations, the proton would reorganize into a neutron by changing the flavor of one of its u quarks into a d quark.

Electrostatic Force

Local spation distribution in spacetime around an excess of electron or proton charge. The diagram shows that spation density is modified by the surplus of same-charge particles, causing compatible spations to be drained and others to be expelled.

The presence, within a restricted space, of particles containing a surplus of electron charge would force space-time to drain that charge and expel excess spations of other charges. Likewise, the presence of particles containing a surplus of proton charges would compel space-time to drain those charges and expel excess electron-charge spations. This, according to the model, would be the origin of the electrostatic force.

Diagrams showing the flow vectors of electron-flavored spations between two charges. A: between a negative and a positive charge, spations converge and exert an attractive force. B: between two negative charges, spations repel each other and exert a repulsive force.

This phenomenon would generate the attractive and repulsive electrostatic forces, following the vectors of the electron-flavored spations.

Strong and Weak Vector Interactions

Illustration of three configurations of vector interaction between continuously flowing fields. A: two same-charge fields strongly repel each other. B: a negative and a positive field attract through strong vector interaction. C: same attraction but under conditions leading to disintegration.

Illustration of strong vector interactions of repulsion/attachment (A), and of attraction/disintegration (B and C) between fields with continuous flow.

Diagram illustrating that at short distance from the particle (A), the flow of spations toward the vortex core is continuous. At greater distance (B), this flow becomes discontinuous as indicated by the dashed lines.

Figure used to illustrate how, with increasing distance, the flow of spations toward the core of the vortices becomes discontinuous.

Interactions between fields with discontinuous flow. Left: two particles with the same charge have their fields closing toward each other, causing attraction. Right: two particles with opposite charges have their fields repelling each other, causing repulsion.

This allows us to anticipate magnetic phenomena.

Magnetic Force

Production and interactions of magnetic fields around charged particles.

Electromagnetic waves:

Production of an electromagnetic wave. Left: a particle moving in a conductor generates an oscillating electric field E. This field induces a perpendicular magnetic field B, shown in the center. Right: propagation of the electromagnetic wave EM, formed by orthogonal E and B components, with wavelength lambda related to speed c and frequency v.

And thus the observed characteristics of the electronic field of atoms:

Figures illustrating the phase coherence of the electron. On the left: the electron behaves like a wave with a de Broglie wavelength proportional to its motion. When it is in phase with itself, as in an atom around a proton, its trajectories are limited to certain orbits. In the center: representation of an electron in a stable orbit around a proton nucleus. On the right: the electron can change energy levels by emitting or absorbing a photon, depending on whether it moves from one orbit to another.

Figures illustrating that the electron could be in phase with itself, which would favor specific levels of kinetic energy (velocities). Together with the azimuthal, magnetic, and spin quantum numbers, this would make it possible to characterize the electrons within the atom, knowing that no two electrons could share the same four quantum numbers.

Diagram showing the organization of electron orbitals.

The Photon

Formation of a photon as a rotating packet of spations. 1-2: an electron changes orbital. 3-5: a rotating field of electron-flavored spations forms. 6: the field detaches and becomes a photon, a chargeless but rotating mass of spations.

It is only after coiling upon themselves and disconnecting from the cellular medium through their rotation that they would become photons. Even though devoid of electric charge, the photon would carry a mass of rotating spations — spations of electron flavor in this case. As it perturbs the surrounding space-time, it would be instantly propelled by inflareaction.

Diagram of inflareaction propelling the photon. A: the photon momentarily relaxes spacetime behind it. B: this relaxation is filled by sub-spatiotemporal linkage, creating a pressure surplus that pushes the photon forward.

A photon could not advance even a few spation diameters without the spations just behind its thickest point being momentarily relaxed. Immediately filled through sub-spatiotemporal linkage, this would result in a spatiotemporal pressure surplus exerted on the rear of the photon, propelling it like a wet bar of soap squeezed between fingers — all the way up to the wave propagation speed.

Possible photon interactions. A: a photon can be deflected, guided, or coupled to a field if its rotation matches. B and C: it can be absorbed or generate particles through strong coupling. D: it can be created by vortex disintegration of a particle and its antiparticle.

A photon could be deflected, guided, aligned, and coupled to a field if its rotation speed is compatible, be absorbed, or produce new particles. The photon could also be produced in pairs during strong vector coupling and vortex disintegration of a particle and its antiparticle.

Nucleosynthesis

This model thus appears capable of explaining the formation of chemical elements, after atomic nuclei have been forged through nucleosynthesis in the hearts of stars.

Layered structure of a massive star showing nuclear fusions: hydrogen into helium, helium into carbon and oxygen, carbon into neon and magnesium, oxygen into silicon and sulfur, silicon and sulfur into iron. On the right, representation of the periodic table of elements with fundamental particles: proton, neutron, electron, and helium atom.

Chemical Bonding Forces

Covalent bond through electron sharing:

Diagram of a hydrogen atom with an electron orbiting a proton. On the right, duplication of the hydrogen atom indicated by H times 2.

Two hydrogen atoms each sharing one electron, forming a covalent bond.

Van der Waals bond:

Polar bonds:

Ionic bond:

Metallic bond:

And from there, all of molecular chemistry and biochemistry, the world and life.

Relativity of Time

Animated spherical representation showing the generation of a fundamental multidimensional space by THAT, whose cyclical transformations are the elementary ticks of real time.

From left to right: a rocket in motion symbolizing a high-speed journey; a cluster of spheres representing matter; a grid warped by two masses illustrating the curvature of space-time.

THAT generates a finite, multidimensional, and fundamental spatial and temporal space, whose perpetual transformations are the fundamental "ticks" of reality. But this does not refer to what we commonly call time. The latter, as an emanation of the former, would be specific to matter, paced by its own processes.

The greater the variations in the speed of matter, the less time space-time would have to respond, and thus, the less pressure it would exert on matter, slowing its internal processes. Therefore, upon returning, the twin who underwent significant accelerations during their journey would be younger than the one who stayed home.

For, regardless of the speed of matter, space-time would organize itself — even from far away — to flow toward it, and this organization would hold as long as its speed and that of its components remain uniform. But any change in speed would require a non-instantaneous reorganization of the flow.

Moreover, space-time would dilate as it flows toward matter, thus dilating time relative to a time measured at a distance from the deformation of space-time. A clock on Earth would therefore lag behind the same clock on a satellite in space.