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
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Science and Technology Library, Kyushu University
Brief teaching edition459.9/H 14003211999006676
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KOKUSHIKAN UNIVERSITY LIBRARY AND INFORMATION COMMONS本館
Brief teaching edition459.9||I57||1608852
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Faculty of Textile Science and Technology Library, Shinshu University図
Brief teaching edition459.9:I 572810143723
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University of Toyama Library, Central Library工室
Brief teaching edition459.9||In8||In=4S=A11000616
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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"