¶ AllSpace Filling: Octahedron and Vector Equilibrium
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AllSpace Filling: Octahedron and Vector Equilibrium:
“Concave octahedra and concave vector equilibria pack together to define the voids of an array of closest packed spheres which, in conjunction with the convex spherical vector equilibria fill all space. This array suggests how energy trajectories may be distributed through great-circle geodesic arcs from one sphere to another always passing through the vertexes of the array, which are the vertexes of the vector equilibria and the points where the spheres touch each other.”
Cite Synergetics Illustration #55, caption, 1967
