The
intimate interaction of vector attraction.
The well-known properties of vectors are the plus and minus polarities
and
the orientation in direction and sense. The formation of a closed vector
circuit produces effects, the causes of which are unknown. A circular
closed
vector circuit reduces its modulus to a zero vector and simultaneously
rotates axially, forming another orthogonal closed vector circuit.
The reduction of the modulus towards a null vector and the axial rotation
are effects whose causes, apart from the circuit closure, are unknown.
Entering into the intimacy of the phenomenon, of vectorial attraction,
the explanation with the sword inserted into the sheath, or the screwing
movement are only intuitive images of the moment, in fact, the rotations
having opposite senses. The most probable cause of the effects of attraction
and rotation is the mutual collaboration of the circuits, from the moment
of
closing the orthogonal circuit. The orthogonally closed vector circuit
polarizes in vector space a multiple of circuits with the polarities of
vector
space, not just a wire. In this interpretation, contraction and rotation
are no
longer properties of a vector, but become effects of the volume of vector
space, contained and mutually delimited by the forces of their orthogonal
circuits. The rotation and compression of the spatial volume contained
in
orthogonally closed circuits become intelligible phenomena, evident in
atmospheric cyclones. In orthogonally closed vector circuits,
the forces of attraction are collective interactions, which transform
the space from the length of the circuits into centripetal forces,
into pressure, into orientation density, into potential energy.