¶ Vector Equilibrium: Field of Energy (1)
← Vector Equilibrium: Field of Energy | Vector Equilibrium: Field of Energy (2) →
Index Entry
"The geometrical model of energy configurations in synergetics is developed from a symmetrical cluster of spheres, in which each sphere is a model of a field of energy all of whose forces tend to coordinate themselves, shuttlingly or pulsatively, and only momentarily in positive or negative asymmetrical patterings relative to the most eternal form of the vector equilibrium. The vectors connecting the centers of the adjacent spheres are identical in length and angular relationship. The forces of the field of energy represented by each sphere oscillate through the symmetry of equilibrium to various asymmetries while never pausing at equilibrium. The vector equilibrium itself is only a referential frame of conceptual relationships at which nature never pauses. This closest packing of spheres in 60-degree angular relationships demonstrates a finite system in universal geometry. Synergetics is comprehensive because it describes instantaneously both the internal and external relationships of the sphere or spheres of energetic fields; that is, singularly concentric, or plurally expansive, or propagative and reproductive in all directions, in eitherspherical or plane geometrical terms and in simple arithmetic.
