The spectrum of energy
densities.
Michael Faraday had a sense of reality when he introduced the notions
of
electric field and magnetic field, considering them as forms of existence
of
matter, represented graphically by field lines and closed or open curves.
The way of interpreting and interacting the force fields, obviously energy,
intuited the vector properties of energy (magnetic and electrical). On
the
contrary, Faraday's fields formed the basis of the materialist interpretation
of the phenomena of electromagnetism. Very little was missing for Faraday
to discover that matter itself is a form of the existence of electric
and magnetic
force fields. The force fields introduced by Faraday represent the vector
space
polarized by the interactions of the bodies, respectively by the magnet
and the coil.
Vector space is the fundamental form of existence, of the energy
with vector
properties. The vector space is polarized by interactions from vector
to vector,
forming linear strings, single, open circuits, or orthogonally closed
double circuits.
Dynamics of orthogonally closed vector circuits.
The potential energy of a macroscopic (electrical) orthogonal circuit
consists
in orienting the polarities of the vectors in direction and sense. This
structure
generates centripetal force, which tightens the circuit size to a minimum
possible.
The vector circuits being parallel, they generate the repulsive forces
between
them, which dilate the density of the circuits. Simultaneously, the orthogonal
(magnetic) circuit, with its own expansion forces, surrounds and compresses
the density of the vector (electrical) circuits, to the maximum possible
values.
It follows that the potential state of the energy consists in the density
of the
vector circuits in the section (energy density). The density is generated
equally
by the energy of the orthogonal circuits and preserved by the kinetic
state.
The kinetic state (electromagnetic) having as source the potential state,
maintains its density, by their continuous conversion in closed circuit.
The dynamic interpretation of orthogonal circuits has the alternative
of static
interpretation. Although the drawings show motion, motion is not a
displacement, it shows only the smooth variation of the static polarization
densities of the vector space in orthogonal circuits, similar to the Van
de Graaff
polarization. Statically, the propagation of the orientation of space
vectors
in orthogonal circuits occurs volumetrically and simultaneously, achieving
a
relatively static structure, with increasing variation of circuits orientation
densities, up to maximum possible values (in electrode). The characteristic
centripetal increasing variation of the density of orthogonally closed
vector
circuits is the spectrum of energy densities. Obviously, the energy
density
consists of the density of the vector forces of attraction and repulsion,
the huge
baric pressure in the electrode. The static phenomenon goes unnoticed
in the
static interpretation. The existence of this interpretation is proved
