Sun.
The structure of the sun is produced by vector space, oriented in
orthogonally closed macroscopic circuits. The circuits compress each other
with vector properties, forming the well-known structure, with "electric
core
and magnetic field". The electric core is one of the circuits of
the vector
space, oriented and compressed by the magnetic field, to the maximum
possible density. The magnetic field is the vector space oriented in the
other
circuit, which is compressed by the core, only the magnetic axis, the
vector axis.
From the vector axis, the repulsive forces in the parallel, but uncompressed,
oriented circuit expand the orientation density of the vector space to
huge
dimensions, called gradient. So, the gradient of the sun represents the
density of the oriented vector space, growing exponentially on the nucleus.
This is the structure of the sun, in a potential state of energy and the
giant
lenticular shape of the gradient, which becomes spherical towards the
center.
In the spherical area of ??the gradient,
the density has the conditions of vector
properties, to form microscopic vector structures, hydrogen. The hydrogen
formed occupies a thin spherical layer in gradient, with the densities
of
space decreasing outwards and increasing exponentially towards the interior
of the sun. Relative to the density in the gradient, the density of hydrogen
structures is higher, "gained weight" and fall towards the centre
like rain,
leaving room for the formation of other structures. Falling towards the
center, the hydrogen structures increase the thickness of the layer, until
they
meet the equal density of the gradient. But, the strong orientation of
the
space in the gradient, orients the space in the circuits of the hydrogen
structures, causing the nuclei to dilate and compress, oscillations.
The compression of one nucleus dilates the other, simultaneously with
its
gradient. The dilation and contraction of the gradients move the vector
space densities radially and centripetally, inducing resonance in neighboring
structures. The gradient transforms potential energy from the nucleus
into
kinetic energy and vice versa, hydrogen neither loses nor gains energy.
By oscillating, the density of the structures decreases and they are pushed
towards the surface. The circulation of hydrogen between the surfaces
of
the layer, determined by the difference in the density of the oriented
vector
space, does not lose or gain energy. This structure, called the photosphere,
floats on the dark sphere, where the density of the oriented space increases
exponentially. Hydrogen structures move in the photosphere, only between
the external and internal surfaces, being limited towards the center by
the
increasing density and outward by the decreasing density, demonstrated
by
the images of the prominences. The photosphere of the sun, induces in
the
external vector space, the resonance of the characteristic frequency
spectrum, the photosphere and the external space being different entities.
By entering resonance, the vector space has its state of kinetic energy.
The oscillations of the vector space induce resonance in the structures
of the photovoltaic cell and the Seebeck effect orients the oscillations
of the structure in the direction and sense of the electrical circuit.
Example of resonances:
the hammer hits the bell and the bell vibrates; the vibration induces
resonance in the atmospheric air; the air induces resonance in the ear
eardrum, etc. The hammer, the bell, the air, the eardrum
are different entities, each with its own energy.