International Tables for Crystallography (2006). Vol. E. ch. 5.2, pp. 393-416
https://doi.org/10.1107/97809553602060000652 |
Chapter 5.2. Guide to the use of the scanning tables
Contents
- 5.2. Guide to the use of the scanning tables (pp. 393-416) | html | pdf | chapter contents |
- 5.2.1. Introduction (pp. 393-394) | html | pdf |
- 5.2.2. The basic concepts of the scanning (pp. 394-398) | html | pdf |
- 5.2.2.1. The scanning for sectional layer groups (pp. 394-395) | html | pdf |
- 5.2.2.2. The scanning group and the scanning theorem (p. 395) | html | pdf |
- 5.2.2.3. The conventional basis of the scanning group (pp. 395-396) | html | pdf |
- 5.2.2.4. The types of scanning (p. 396) | html | pdf |
- 5.2.2.5. Orientation orbits (pp. 396-397) | html | pdf |
- 5.2.2.6. Linear orbits (pp. 397-398) | html | pdf |
- 5.2.2.7. Orthogonal, inclined and triclinic scanning (p. 398) | html | pdf |
- 5.2.3. The contents and arrangement of the scanning tables (pp. 398-402) | html | pdf |
- 5.2.4. Guidelines for individual systems (pp. 402-410) | html | pdf |
- 5.2.4.1. Triclinic system (p. 402) | html | pdf |
- 5.2.4.2. Monoclinic system (pp. 402-403) | html | pdf |
- 5.2.4.3. Orthorhombic system (pp. 403-404) | html | pdf |
- 5.2.4.4. Tetragonal system (pp. 404-405) | html | pdf |
- 5.2.4.5. Hexagonal family (pp. 405-407) | html | pdf |
- 5.2.4.6. Cubic system (pp. 407-410) | html | pdf |
- 5.2.5. Applications (pp. 410-415) | html | pdf |
- References | html | pdf |
- Figures
- Fig. 5.2.2.1. Sets of parallel planes (left) and sets of parallel straight lines (right) (p. 394) | html | pdf |
- Fig. 5.2.2.2. Monoclinic/orthogonal (left) and monoclinic/inclined (right) scanning (p. 398) | html | pdf |
- Fig. 5.2.4.1. Six monoclinic cell choices (p. 402) | html | pdf |
- Fig. 5.2.4.2. Symbols for a hexagonal lattice with a rectangular point group (p. 405) | html | pdf |
- Fig. 5.2.4.3. Another choice of orthogonal basis vectors for a hexagonal lattice (p. 405) | html | pdf |
- Fig. 5.2.4.4. The relationship between hexagonal and rhombohedral bases in the obverse setting (p. 406) | html | pdf |
- Fig. 5.2.4.5. The diagram of the scanning group in the plane of orientation projected orthogonally along (p. 406) | html | pdf |
- Fig. 5.2.4.6. The diagram of the scanning group in the plane of orientation projected orthogonally along (p. 406) | html | pdf |
- Fig. 5.2.4.7. Illustration of the transformation of Bravais–Miller indices in a hexagonal basis to Bravais indices in an auxiliary basis (p. 407) | html | pdf |
- Fig. 5.2.4.8. Vectors along the main cubic axes (p. 408) | html | pdf |
- Fig. 5.2.4.9. The cubic scanning for orientation (111) in the case of cubic groups with a P lattice (p. 408) | html | pdf |
- Fig. 5.2.4.10. The cubic scanning for orientation (111) in the case of cubic groups with an I lattice (p. 409) | html | pdf |
- Fig. 5.2.4.11. The cubic scanning for orientation (111) in the case of cubic groups with an F lattice (p. 409) | html | pdf |
- Fig. 5.2.5.1. The structure of cadmium iodide, CdI2 (p. 410) | html | pdf |
- Fig. 5.2.5.2. The structure of cadmium chloride, CdCl2 (p. 411) | html | pdf |
- Fig. 5.2.5.3. A classical example of a bicrystal (Vlachavas, 1985) (p. 411) | html | pdf |
- Fig. 5.2.5.4. The four types of operations on a twin (p. 412) | html | pdf |
- Fig. 5.2.5.5. The unit cell of the parent structure of calomel and the cells of four ferroic domain states (p. 413) | html | pdf |
- Fig. 5.2.5.6. The unordered domain pair between the two domain states (p. 414) | html | pdf |
- Fig. 5.2.5.7. The structures and symmetries of domain twins in calomel corresponding to two different special positions of the wall (p. 415) | html | pdf |
- Tables
- Table 5.2.2.1. Various types of scanning (p. 396) | html | pdf |
- Table 5.2.5.1. Symmetries of domain states and domain pairs in a calomel crystal (p. 414) | html | pdf |
- Table 5.2.5.2. Sectional layer groups of space groups and in the conventional basis of the scanning group and the respective twin symmetries (p. 414) | html | pdf |