International Tables for Crystallography (2012). Vol. F. ch. 18.7, pp. 520-524
https://doi.org/10.1107/97809553602060000861 |
Chapter 18.7. The TNT refinement package
Contents
- 18.7. The TNT refinement package (pp. 520-524) | html | pdf | chapter contents |
- 18.7.1. Scope and function of the package (p. 520) | html | pdf |
- 18.7.2. Historical context (p. 520) | html | pdf |
- 18.7.3. Design principles (pp. 520-522) | html | pdf |
- 18.7.4. Current structure of the package (p. 522) | html | pdf |
- 18.7.5. Innovations first introduced in TNT (pp. 522-523) | html | pdf |
- 18.7.5.1. Identifying and restraining symmetry-related contacts (1982) (p. 522) | html | pdf |
- 18.7.5.2. The ability of a single package to perform both individual atom and rigid-body refinement (1982) (p. 522) | html | pdf |
- 18.7.5.3. Space-group optimized FFTs for all space groups (1989) (p. 522) | html | pdf |
- 18.7.5.4. Modelling bulk solvent scattering via local scaling (∼1989) (p. 522) | html | pdf |
- 18.7.5.5. Preconditioned conjugate-gradient minimization (1990) (p. 522) | html | pdf |
- 18.7.5.6. Restraining stereochemistry of chemical links to symmetry-related molecules (∼1992) (p. 522) | html | pdf |
- 18.7.5.7. Knowledge-based B-factor restraints (∼1994) (pp. 522-523) | html | pdf |
- 18.7.5.8. Block-diagonal preconditioned conjugate-gradient minimization with pseudoinverses (1998) (p. 523) | html | pdf |
- 18.7.5.9. Generalization of noncrystallographic symmetry operators to include shifts in the average B factor (1998) (p. 523) | html | pdf |
- 18.7.6. TNT as a research tool (p. 523) | html | pdf |
- 18.7.6.1. Michael Chapman's real-space refinement package (p. 523) | html | pdf |
- 18.7.6.2. Randy Read's maximum-likelihood function (p. 523) | html | pdf |
- 18.7.6.3. J. P. Abrahams' likelihood-weighted noncrystallographic symmetry restraints (p. 523) | html | pdf |
- 18.7.6.4. The Buster refinement package (p. 523) | html | pdf |
- 18.7.7. Current status of TNT (p. 523) | html | pdf |
- References | html | pdf |