An Alternate View of Nuclear Structure
Aran David Stubbs
Structure S002L5
This structure is a skewed octahedra 
, with 1 dimension of skewing, so there are 4 square vertices 
, and 2 diagonal vertices each of degree 2
Ridge: 14 Position: 6
Baryon Count: 210
Surface Spheres: 164
Interior Spheres: 256
Normalized Surface to Interior Ratio: 0.652
Parent: S002L4
Daughter: S002L6
Cousin: S113L5 S224L5 S335L5 S446L5
Images:
Sketchups: Hg199 Pb200 Hg201 Tl203 Pb204 Pb205 Pb206 Pb207 -2t2 Pb207 -6s Pb208 -6s+2s Pb208 -4s Pb209 Bi209 Pb210 Pb211 Bi211 Pb212 Po213 Po214 Po215 At216 At217 At218 Rn219 Rn220 Rn221 Rn222 Ra224 x+4t3 Fr224 +2t5-2s Fr225 Fr226 Th226 Fr227 Th228 Th230 Th232 Th233 U235 Pa237 Np237 Np239
trimmed by 22 spheres, mostly on 4 ridges.
Hg199
2 long vertices trimmed by 6 spheres each, 2 small vertices trimmed off.
Pb200
trimmed by 18 spheres, mostly on 4 ridges.
Hg201
trimmed by 14 spheres, mostly on 4 ridges.
Tl203
2 long vertices trimmed by 6 spheres each.
Pb204
2 long vertices trimmed by 5 spheres each.
Pb205
2 small vertices trimmed off.
Pb206
2 long vertices trimmed by 3 spheres each.
Pb207
2 large faces trimmed by 3 spheres each.
Pb207
2 long vertices trimmed by 2 spheres each.
Pb208
2 long vertices trimmed by 3 spheres each, then extending 1 each.
Pb208
2 large faces trimmed by a sphere each.
Pb209
Add 2 spheres on 2 faces, 2 long vertices trimmed by 3 spheres, then extending 1 each.
Bi209
Base Case: Pb210
Base Case: Pb210
Add 2 spheres over long vertices.
Pb211
Add a sphere on 2 faces.
Bi211
Add 4 spheres over long vertices.
Pb212
Add 2 trios of spheres.
Po213
Add 2 trios & 2 spheres over long vertices.
Po214
Add 2 trios & 4 spheres over long vertices.
Po215
Add 2 sextets of spheres.
At216
Add 2 sextets & 2 spheres over long vertices.
At217
Add 2 sextets & 4 spheres over long vertices.
At218
Add 2 nonets of spheres.
Rn219
Add 2 dectets of spheres.
Rn220
Add 2 dectets & 2 spheres over long vertices.
Rn221
Add 2 dectets & 4 spheres over long vertices.
Rn222
Add 4 sextets & 4 spheres over long vertices.
Ra224
Add 2 pents (14 sphere trimmed triangles).
Fr224
Add 2 pents (15 sphere triangles).
Fr225
Add 2 pents (14 sphere trimmed triangles) & 4 spheres over long vertices.
Fr226
With a pair of spheres over both long vertices, and a 7 sphere hexagon added to 4 faces.
Th226
Add 2 pents (15 sphere triangles) & 4 spheres over long vertices.
Fr227
With a pair of spheres over both long vertices, and a 8 sphere trimmed triangle added to 4 faces.
Th228
With a pair of spheres over both long vertices, and a 9 sphere trimmed triangle added to 4 faces.
Th230
Add 4 dectets & 4 spheres over long vertices.
Th232
Add 2 pents (15 sphere triangles), 2 sextets, & 4 spheres over long vertices.
Th233
Add 4 dectets & 2 trios & 4 spheres over long vertices.
U235
Add 2 pents (15 sphere triangles), 2 dectets, & 4 spheres over long vertices.
Pa237
Add 2 pents (15 sphere triangles), & 4 sextets of spheres.
Np237
Add 2 pents (15 sphere triangles), 4 sextets, & 4 spheres over long vertices.
Np239