| Czworościan ścięty | Sześcio-ośmiościan | Sześcian ścięty | Ośmiościan ścięty | ||||||
|---|---|---|---|---|---|---|---|---|---|
| Truncated Tetrahedron | Cuboctahedron | Truncated Cube | Truncated Octahedron | ||||||
| `a` | krawędź – edge length | ||||||||
| `a'` | krawędź czworościanu – edge length of tetrahedron | `a' = 3 a` | |||||||
| `a'` | krawędź sześcianu – edge length of cube | `a' = (1 + sqrt(2)) a` | |||||||
| `a'` | krawędź ośmiościanu – edge length of octahedron | `a' = 3 a` | |||||||
| `A` | powierzchnia całkowita – surface area | `A = 7 a^2 sqrt(3)` | `A = 2 (3 + sqrt(3)) a^2` | `A = 2 (6 + 6 sqrt(2) + sqrt(3)) a^2` | `A = 6 (1 + 2 sqrt(3)) a^2` | ||||
| `V` | objętość – volume | `V = (23 a^3 sqrt(2))/12` | `V = (5 a^3 sqrt(2))/3` | `V = (7 (3 + 2 sqrt(2)) a^3)/3` | `V = 8 a^3 sqrt(2)` | ||||
| `r_c` | promień sfery opisanej – circumsphere radius | `r_c = (a sqrt(22))/4` | `r_c = a` | `r_c = (a sqrt(7 + 4 sqrt(2)))/2` | `r_c = (a sqrt(10))/2` | ||||
| `r_m` | promień sfery pośredniej – midsphere radius | `r_m = (3 a sqrt(2))/4` | `r_m = (a sqrt(3))/2` | `r_m = ((2 + sqrt(2)) a)/2` | `r_m = (3 a)/2` | ||||
| `A/V` | stosunek powierzchni do objętości – surface-to-volume ratio | `A/V = (42 sqrt(6))/(23 a)` | `A/V = (6 (3 + sqrt(3)))/(5 a sqrt(2))` | `A/V = (6 (6 + 6 sqrt(2) + sqrt(3)))/(7 (3 + 2 sqrt(2)) a)` | `A/V = (3 (1 + 2 sqrt(3)))/(4 a sqrt(2))` |