Crystal Lattice Structures: | Reference Date: 1 Jan 2000 |
Last Modified: 21 Oct 2004 |
You can now
A1 = a X |
A2 = a Y |
A3 = a A |
B1 | = | + x1 A1 + x1 A2 + x1 A3 | = | + x1 a X + x1 a Y + x1 a Z | (Al) | (8c) |
B2 | = | (½ + x1) A1 + (½ - x1) A2 - x1 A3 | = | (½ + x1) a X + (½ - x1) a Y - x1 a Z | (Al) | (8c) |
B3 | = | - x1 A1 + (½ + x1) A2 + (½ - x1) A3 | = | - x1 a X + (½ + x1) a Y + (½ - x1) a Z | (Al) | (8c) |
B4 | = | (½ - x1) A1 - x1 A2 + (½ + x1) A3 | = | + (½ - x1) a X - x1 a Y + (½ + x1) a Z | (Al) | (8c) |
B5 | = | - x1 A1 - x1 A2 - x1 A3 | = | - x1 a X - x1 a Y - x1 a Z | (Al) | (8c) |
B6 | = | (½ - x1) A1 + (½ + x1) A2 + x1 A3 | = | (½ - x1) a X + (½ + x1) a Y + x1 a Z | (Al) | (8c) |
B7 | = | + x1 A1 + (½ - x1) A2 + (½ + x1) A3 | = | + x1 a X + (½ - x1) a Y + (½ + x1) a Z | (Al) | (8c) |
B8 | = | (½ + x1) A1 + x1 A2 + (½ - x1) A3 | = | + (½ + x1) a X + x1 a Y + (½ - x1) a Z | (Al) | (8c) |
B9 | = | + x2 A1 + x2 A2 + x2 A3 | = | + x2 a X + x2 a Y + x2 a Z | (Sb) | (8c) |
B10 | = | (½ + x2) A1 + (½ - x2) A2 - x2 A3 | = | (½ + x2) a X + (½ - x2) a Y - x2 a Z | (Sb) | (8c) |
B11 | = | - x2 A1 + (½ + x2) A2 + (½ - x2) A3 | = | - x2 a X + (½ + x2) a Y + (½ - x2) a Z | (Sb) | (8c) |
B12 | = | (½ - x2) A1 - x2 A2 + (½ + x2) A3 | = | + (½ - x2) a X - x2 a Y + (½ + x2) a Z | (Sb) | (8c) |
B13 | = | - x2 A1 - x2 A2 - x2 A3 | = | - x2 a X - x2 a Y - x2 a Z | (Sb) | (8c) |
B14 | = | (½ - x2) A1 + (½ + x2) A2 + x2 A3 | = | (½ - x2) a X + (½ + x2) a Y + x2 a Z | (Sb) | (8c) |
B15 | = | + x2 A1 + (½ - x2) A2 + (½ + x2) A3 | = | + x2 a X + (½ - x2) a Y + (½ + x2) a Z | (Sb) | (8c) |
B16 | = | (½ + x2) A1 + x2 A2 + (½ - x2) A3 | = | + (½ + x2) a X + x2 a Y + (½ - x2) a Z | (Sb) | (8c) |
Go back to the carbon structures page.
Go back to Crystal Lattice Structure page.
Structures indexed by: | This is a mirror of an old page created at the Naval Research Laboratory Center for Computational Materials Science The maintained successor is hosted at http://www.aflowlib.org/CrystalDatabase/ and published as M. Mehl et al., Comput. Mater. Sci. 136 (Supp.), S1-S828 (2017). |