¶ Nucleated Cube
← Nuclear Vertex | Nucleated Cube →
Cross Reference
Nucleated Cube:
"The minimum allspace-filling nuclear cube is formed by adding eight eighth-octahedra to the eight triangular facets of the vector equilibrium of tetravolume 5; i.e., 5 x 24 = 120 quanta modules. This produces a cubical nuclear involvement domain (see Sec. 1006.30 (Gray) of tetravolume 6; i.e., 6 x 24 = 144 quanta modules.
"The nuclear cube is the maximum sizeless, timeless, subfrequency generalized nuclear domain of synergetic-energetic geometry.
“The construction of the first nuclear cube in effect restores the vector equilibrium truncations. The minimum has 142 balls in the vector equilibrium. The first nucleated cube has 2181 balls in the total aggregation.”
(Secs. 415.17 (Gray) 415.171 (Gray) 415.172 (Gray) 2nd. Ed.)
¶ Cross-References
- Sec…30, 1006
¶ Citations
- SYNERGETICS, 2nd. ed. at above Secs; 23 Feb’76
