The secret of inertial motion

The secret of inertial motion
Study
Vector space is a support environment for the movement of bodies.
Bodies, structures of vector properties are fixed in vector space.
Realization of a specific spatial propulsion system is possible
only by knowing the interactions of bodies with vector space.
Examples: To move a body in vector space, a force is required,
then the body moves inertially, in the direction printed by the force.
Inertial motion is an interaction of the vector body with the vector space.
The movement of the body orients the spatial vector polarities, parallel to
the direction of movement. The parallel polarizations repel each other radially
and form closed orthogonal, electromagnetic vector circuits around the body.
Thus, the movement of the body generates in the space around it, an: electromagnetic vehicle, united with body movement. In the path of
the movement of this wave-vehicle, the parallel polarizations open radially
and close behind, as was believed in antiquity. So the wave, the oscillations
of the orientation of the polarities are the inertial motion. In the atmosphere,
the movement of air currents generates such "vehicles", called cyclones, or
hurricanes that demonstrate the phenomenon. The most "tangible" examples
are of road traffic in curves, where the force that changes direction transforms
inertia into "centrifugal force". Therefore, inertial motion is not "a property
of bodies" they are interactions of vector properties, energy. Inertial motion
is an electromagnetic phenomenon, like the "fire" generated by the Perseids.
Inertial movement of rotation - the gyroscope.
An angular momentum is required to rotate a disc about its central axis, then
the disc spins inertially. Inertial rotation is the interaction of the vector disk
with the vector space. The rotation of the disk orients the polarities of the
spatial vectors on the surfaces of the disk, in the same direction, generating
repulsive forces. The rotation of the disk caught between two surfaces with
repulsive forces cannot leave the plane of rotation, the repulsive forces
having rigidity, demonstrated by the experiment. The repulsion forces pave
the way for the movement of the disk only in the plane of rotation,
accompanied by the rigidity of the forces generated by its rotation.
Resulting data
In order to create a propulsion system specific to the vector space,
it can be the rigidity of the forces generated by the rotation and, in general,
the electrostatic or electromagnetic repulsion forces. What vector
structure produces vector rigidity (atonic, nuclear)? The repulsive forces of the parallel orientation should brake the rotational motion!: Does it have anything to do with linear motion? The rigidity of the
solar core consists in the huge density and pressure of the orthogonal
(electromagmatic) circuits, at the temperature of zero Kelvin. With the stability
of the rotation plane of the disk in vector space, only the rotation plane
of the solar system at the cosmic level can be compared. The rotation
of the disk, the gyroscope, presents the advantage of a laboratory study.
Probable explanation.
The rotation of the disc orients the polarities of the vector space, in closed
concentric circuits and simultaneously, closed orthogonally, magnetic circuits.
The attraction of the closed spatial vector polarities centripetally compresses
the orthogonal circuits, generating pressure on the disc surfaces (rigidity).
The orthogonal circuits extended in space, the "spatial crown" fix the
rotational plane of the disc in space, solidarly with the rotational movement.