The curvature of space-time.
In nature there are two physical quantities, scalar quantities and vector
quantities. Terrestrial civilization considered scalar quantities, matter,
to be the fundamental form of nature's existence, vector quantities being
considered properties of matter. Anyone can "read" the interactions
of
vector properties, already known. The attraction and repulsion of vectors
can occur omnidirectionally, that is, "three-dimensionally".
So, three-dimensional space is the vector properties - vector space.
Energy is the effect of a cause and the causes are vectorial interactions.
Time is the measure of the evolution of vectorial interactions,
of the energy,
their absence being the nonexistent. Vectorial space orients itself in
orthogonally closed circuits. In the closed vector circuit, the vector
property
of axial rotation orients the vector space around the circuit, another
circuit,
closed orthogonally. In reality, the axial rotation property of the vectors
simultaneously and reciprocally closed the orthogonal orientation of the
circuits, forming a vector structure. In macroscopic, asymmetric vector
structures, the axial rotation of the vectors generates the differential
rotation
of the structure, known as atmospheric vortices. Such structures are the
bodies of the universe, "read" in the structure of the Sun.
The Sun is a
structure of vector space oriented in orthogonally closed circuits.
In orthogonally closed circuits, the modulus of the vectors tends to zero,
to a
null vector, and the attractive forces thus become centripetal forces,
which
mutually compress the density of the oriented space. Macroscopic vector
structures are asymmetric, the space of one circuit being completely
surrounded and compressed by the centripetal forces of the other circuit,
forming the core of the structure. The centripetal forces of the nucleus
compress the space oriented in the orthogonal circuit, only the segment
it
surrounds. The vectorial repulsion forces of the vectorial space oriented
parallel in the uncompressed circuit, expand the density of the space,
until
the equilibrium with the centripetal (attractive) vectorial forces.
The vector space in the uncompressed circuit of the Sun thus reaches the
dimension of two light years and constitutes the density gradient of the
oriented vector space, the extent of the solar system. In the Sun's gradient,
the density of the oriented vector space increases exponentially towards
the
nucleus. The high density around the nucleus thus forms a dark sphere,
with
a temperature of zero K. This is the structure of the Sun, the vector
space
mutually conserved by the two orthogonally closed circuits, the gradient
and
the core, with potential energy. The density of the oriented vector space
in
the layer on the surface of the dark sphere is conducive to the formation
of
hydrogen vector structures. In this layer, the hydrogen structures, having
increased density, fall towards the dark sphere, as Archimedes' rule says.
The vector space oriented into gradient, physically justifies Archimedes'
rule, disproving gravity. The strongly oriented vector space from the
dark
sphere aligns the space in the hydrogen structure, which enters into
oscillations to decompose. The hydrogen with the low density of
oscillations is moved upward, by Archimedes' rule, and the cycle repeats
itself. The dynamics of hydrogen composition/decomposition forms the
Sun's photosphere, with its known light and temperature. Obviously, the
photosphere is the only kinetic state of energy in the Solar structure,
which
represents the activity of the Sun that formed the chromosphere and the
planets.
The planets, being included in the Solar gradient, are moved en bloc,
with
the differential rotation of the Sun, producing the illusion of revolutions
in
their orbits. The Moon, moved simultaneously with the differential rotation
of the Earth, gives the illusion of rotation around the Earth. The same
dynamic of the photosphere is the vaporization/condensation of water in
the Earth's atmosphere, in the form of falling water and hail, according
to
Archimedes' rule. Newton interpreted the fall of bodies as a force of
mutual
"attraction" between bodies, at a universal level. To quantitatively
express
the force of attraction, Newton proposed the notion of "heavy mass".
Einstein remodeled gravitational attraction, in which heavy mass does
not
produce an attractive force, but rather the curvature of "space-time",
inspired by Kepler's laws. Through his laws, Johannes Kepler unknowingly
described the differential rotation of the Solar gradient and implicitly
of the
planetary systems contained within it. Ellipticity, being vertical oscillations,
crossing the densities of space with different rotation speeds in the
gradient
(apogee/perigee), describes the differential rotation of the Sun, Kepler's
ellipse. Einstein, seeing the variation of speed, function of curves,
"space/time" in the equality with speed (of light), had to be
a curve.
For this reason, he asked insistently: What is time? What is time?
