Table 19 Magic formulas for the cuboctahedron
Cuboctahedron | |
---|---|
Atoms | \(10n^2+2, \,n>t = 1\) |
Bonds | \(24n^2, \,n>t = 1\) |
cn = 4 | \(6n^2-12n+18,\,n>t = 1\) |
cn = 5 | \(24n-24,\,n>t=1\) |
cn = 6 | \(4n^2-12n+8,\,n>t=1\) |
Cuboctahedron | |
---|---|
Atoms | \(10n^2+2, \,n>t = 1\) |
Bonds | \(24n^2, \,n>t = 1\) |
cn = 4 | \(6n^2-12n+18,\,n>t = 1\) |
cn = 5 | \(24n-24,\,n>t=1\) |
cn = 6 | \(4n^2-12n+8,\,n>t=1\) |