| Bravais Lattice | Space groups used first to ID Laue group | Candidates | Reflection Conditions |
| Primitive Cubic | P213 P4132 |
195 P23 198 P213 207 P432 208 P4232 212 P4332 213 P4132 |
(2n,0,0) (2n,0,0) (4n,0,0)* (4n,0,0)* |
| I Centered Cubic | I213 I4132 |
197 I23 199 I213 211 I432 214 I4132 |
(4n,0,0) |
| F Centered Cubic | F23 F4132 |
196 F23 209 F432 210 F4132 |
(4n,0,0) |
| Primitive Rhombohedral | R3 R32 |
146 R3 155 R32 |
|
| Primitive Hexagonal | P31 P3112 P3121 P61 P6122 |
143 P3 144 P31 145 P32 149 P312 151 P3112 153 P3212 150 P321 152 P3121 154 P3221 168 P6 169 P61 170 P65 171 P62 172 P64 173 P63 177 P622 178 P6122 179 P6522 180 P6222 181 P6422 182 P6322 |
(0,0,3n)* (0,0,3n)* (0,0,3n)* (0,0,3n)* (0,0,3n)* (0,0,3n)* (0,0,6n)* (0,0,6n)* (0,0,3n)** (0,0,3n)** (0,0,2n) (0,0,6n)* (0,0,6n)* (0,0,3n)** (0,0,3n)** (0,0,2n) |
| Primitive Tetragonal | P41 P41212 |
75 P4 76 P41 77 P42 78 P43 89 P422 90 P4212 91 P4122 92 P41212 93 P4222 94 P42212 95 P4322 96 P43212 |
(0,0,4n)* (0,0,2n) (0,0,4n)* (0,2n,0) (0,0,4n)* (0,0,4n),(0,2n,0)** (0,0,2n) (0,0,2n),(0,2n,0) (0,0,4n)* (0,0,4n),(0,2n,0)** |
| I Centered Tetragonal | I41 I4122 |
79 I4 80 I41 97 I422 98 I4122 |
(0,0,4n) (0,0,4n) |
| Primitive Orthorhombic | P212121 | 16 P222 17 P2221 18 P21212 19 P212121 |
(0,0,2n) (2n,0,0),(0,2n,0) (2n,0,0),(0,2n,0),(0,0,2n) |
| C Centered Orthorhombic | C2221 | 20 C2221 21 C222 |
(0,0,2n) |
| I Centered Orthorhombic | I212121 | 23 I222 24 I212121 |
* * |
| F Centered Orthorhombic | F222 | 22 F222 | |
| Primitive Monoclinic | P21 | 3 P2 4 P21 |
(0,2n,0) |
| C Centered Monoclinic | C2 | 5 C2 | |
| Primitive Triclinic | P1 | 1 P1 |