Table 2 Partitions of edges in zeolite BCT: degree-sum form.
From: Entropy structural characterization of zeolites BCT and DFT with bond-wise scaled comparison
S. no. | Class | Number of appearance for \(w\ge 2\) | \(w=1\) |
|---|---|---|---|
1 | \({d_s}_{(6,8)}\) | – | 8 |
2 | \({d_s}_{(7,8)}\) | 8 | – |
3 | \({d_s}_{(7,12)}\) | 8 | – |
4 | \({d_s}_{(8,9)}\) | 16 | 16 |
5 | \({d_s}_{(8,12)}\) | \(8(w-2)\) | – |
6 | \({d_s}_{(9,9)}\) | \(4[(u+v)-4]\) | \(2[7(u+v)-18]\) |
7 | \({d_s}_{(9,10)}\) | \(16[(u+v)-2]\) | \(8[(u+v)-2]\) |
8 | \({d_s}_{(10,10)}\) | \(8[uv-(u+v)+1]\) | \(4[2uv-3(u+v)+4]\) |
9 | \({d_s}_{(10,14)}\) | \(8[(u+v)-2]\) | \(8[uv-(u+v)+1]\) |
10 | \({d_s}_{(10,15)}\) | \(8[uv-(u+v)+1]\) | – |
11 | \({d_s}_{(11,11)}\) | \(2[(vw+wu)-2(u+v+w)+4]\) | – |
12 | \({d_s}_{(11,14)}\) | \(8[(vw+wu)-2(u+v+w)+4]\) | – |
13 | \({d_s}_{(12,14)}\) | \(8(w-1)\) | – |
14 | \({d_s}_{(14,14)}\) | \(2[(vw+wu)-(u+v+4w)+4]\) | \(4[uv-(u+v)+1]\) |
15 | \({d_s}_{(14,16)}\) | \(4[(vw+wu)-(u+v+2w)+2]\) | – |
16 | \({d_s}_{(15,15)}\) | \(8[uv-(u+v)+1]\) | – |
17 | \({d_s}_{(15,16)}\) | \(8[uv-(u+v)+1]\) | – |
18 | \({d_s}_{(16,16)}\) | \(2[8uvw-(14uv+9vw+9wu)+5(3u+3v+2w)-16]\) | – |
