Space-group symmetry
Author(s)
Bibliographic Information
Space-group symmetry
（International tables for crystallography, v. A）
Published for the International Union of Crystallography by Kluwer Academic Pub., 1996
4th, rev. and enl. ed
- Brief teaching edition
Available at / 23 libraries
-
Science and Technology Library, Kyushu University
Brief teaching edition459.9/H 14003211999006676
-
KOKUSHIKAN UNIVERSITY LIBRARY AND INFORMATION COMMONS本館
Brief teaching edition459.9||I57||1608852
-
Faculty of Textile Science and Technology Library, Shinshu University図
Brief teaching edition459.9:I 572810143723
-
University of Toyama Library, Central Library工室
Brief teaching edition459.9||In8||In=4S=A11000616
-
No Libraries matched.
- Remove all filters.
Note
Includes index
Description and Table of Contents
Description
The Fourth revised and enlarged Teaching Edition is based on the Fourth revised and corrected Edition (1996) of Volume A of International Tables for Crystallography, and has its own special subject index. The work comprises the 17 plane groups (two-dimensional space groups), 24 selected space groups and those basic text sections of Volume A which are necessary for the understanding of the space-group examples, for the determination of space groups, and for the transformations between the various space-group descriptions. The new edition contains new diagrams for all plane groups and space groups and includes space group No. 64 (Cmca) as an example of a space group with the `double' glide plane e. The Teaching Edition serves a threefold purpose: it should provide a handy tool for researchers and students to familiarize themselves with the use of the space-group tables in Volume A; it is designed for use in classroom teaching; and it can serve as a laboratory handbook, since the 24 examples chosen include most of the frequently occurring space groups for both organic and inorganic crystals.
Table of Contents
- 1. Symbols and Terms Used in this Volume
- T. Hahn. 2. Guide to the Use of the Space-Group Tables
- T. Hahn, A. Vos. 3. Space-Group Determination and Diffraction Symbols
- A. Vos, M.J. Buerger. 5. Transformations in Crystallography
- H. Arnold. 6. The 17 Plane Groups (Two-Dimensional Space Groups). 7. Examples from the 230 Space Groups. Subject Index.
by "Nielsen BookData"
