An Alternate View of Nuclear Structure
Aran David Stubbs
Structure S111L6
This solution is a skewed octahedra , with 3 dimension of skewing , so there are 6 diagonal vertices of degree 1.
Ridge: 15 Position: 6
Baryon Count: 264
Surface Spheres: 192
Interior Spheres: 336
Normalized Surface to Interior Ratio: 0.581
Parent: S111L5
Daughter: S111L7
Cousin: S000L6 S222L6 S333L6 S444L6 S555L6
Twin: D1L7
Images:
Sketchups:
Np246
Np249
Cm257
Cm259
Cm261
Cm262
Cm263
Cm264
Cm265
Cm267
No276
Db279
Db285
Hs288
Rg303
Trimmed Case: red monoquarks and blue-green diquarks. 48 spheres trimmed off in a ring, and a sextet added to the 2 smallest faces.
Np246
Trimmed Case: red monoquarks and blue-green diquarks. 30 spheres trimmed off in a ring.
Np249
Trimmed Case: red monoquarks and blue-green diquarks. 18 spheres trimmed off.
Cm257
Trimmed Case: red monoquarks and blue-green diquarks. 14 spheres trimmed off.
Cm259
Trimmed Case: red monoquarks and blue-green diquarks. 3 spheres clipped from each of 2 vertices
Cm261
Trimmed Case: red monoquarks and blue-green diquarks. 3 spheres clipped from each of 2 vertices, 2 spheres added over 2 other vertices.
Cm262
Trimmed Case: red monoquarks and blue-green diquarks. 3 spheres clipped from each of 2 vertices, 4 spheres added over other 4 vertices.
Cm263
Base Case: red monoquarks and blue-green diquarks.
Cm264
Extended Case: red monoquarks and blue-green diquarks.
Cm265
Extended Case: red monoquarks and blue-green diquarks.
Cm267
Extended Case: red monoquarks and blue-green diquarks. 6 spheres added over the vertices, and a trio added to 6 faces.
No276
Extended Case: red monoquarks and blue-green diquarks. A pentet of spheres added to 6 faces.
Db279
Extended Case: red monoquarks and blue-green diquarks. A sextet of spheres added to 6 faces, and a sphere added to all 6 vertices.
Db285
Extended Case: red monoquarks and blue-green diquarks.
Hs288
Extended Case: red monoquarks and blue-green diquarks.
Rg303