固態物理學家用的空間群(第3版)(英文) ,

作者:伯恩斯, 格拉澤

出版社:世界圖書出版公司北京公司

ISBN:9787519213435

$41.75

產品號碼: 85745 貨號: 9787519213435 分類: , 標籤: , , ,

《固態物理學家用的空間群(第3版)(英文版)》是1990年版本的全面升級修訂版,內容實用,綜合性強,十分易於理解。書中包括大量的案例,使得書中的知識點更加明晰,再加上書中大量的練習和解答,使得這本書很適於作為一本研究生的教材。

作為《國際表》的一種解讀,對於科研人員也是一本難得的參考書籍,非晶體學家通過《固態物理學家用的空間群(第3版)(英文版)》也能很好地學習、理解晶體空間群。《固態物理學家用的空間群(第3版)(英文版)》的大亮點是空間群在時下熱門的話題,如高溫超導體、相變、半導體、超晶格等。

目錄

Prefoce

1.Point Symmetry Operations
What Is Symmetry?
1.1.Symmetry Operations
1.2.Point Symmetry Operations
1.3.Hexagonal Coordinates

2.Crystal Systems
Hauy's Legacy
2.1.Lattice
2.2.Unit Cell
2.3.Crystal Structure
2.4.Crystal Systems
2.5.Summary

3.Bravais Lattices
Symmetry and Lartices
3.1.Centering of Lattices
3.2.The 14 Bravais Lattices
3.3.Primitive Cells of the 14 Bravais Lattices
3.4.The Wigner—Seitz Unit Cell
3.5.Two—Dimensional Lattices

4.Crystallographic Point Groups
Introduction to Groups
4.1.Development of Crystallographic Point Groups
4.2.The Point Groups for Each Crystal System
4.3.The 32 Point Groups from Holohedries
4.4.Laue Classes and Groups
4.5.Point Group Notation

5.Development of Space Groups
Space Group Operators
5.1.The Symmorphic Space Groups
5.2.Non—Symmorphic Operations
5.3.Point Group of a Space Group
5.4.Space Groups
5.5.Derivation of Space Groups
5.6.Space Group Classifications
5.7.Two—Dimensional Space Groups
5.8.Subperiodic Groups

6.Reading the Tables
What Does the ITA Tell Us?
6.1.Crystal Structure and Space Groups
6.2.Typical' Pages of the ITA
6.3.Example Pages from the lTA
6.4.Subgroups and Supergroups
6.5.Space Group Symmetry Operations
6.6.Hall Space Group Symbols

7.Space Group Applications
And Now Atoms
7.1.Face—Centered Cubic Struaures
7.2.Primitive Cubic Struaures
7.3.Body—Centered Cubic Struaures
7.4.Diamond Structure
7.5.Spinel Structure
7.6.Zinc Sulphide Structure
7.7.Chalcopyrite
7.8.Semiconductor Superlattices
7.9.Struaural Phase Transitions in Crystals
7.10.Displacive SPTs
7.11.Proteins
7.12 Crystallographic Information File
7.13.Ferroic Phase Transitions
7.14.Surface Struaure Plane and Layer Groups
7.15.Diffusion, Disordered Struaures and Point Defects
7.16.Euclidean normalizers
7.17.Non Crystallographic Symmetry
7.18.Structures with Z' > 1
7.19.lcosahedral Symmetry
7.20.Incommensurate Modulations
7.21.Charge Density Wave
7.22.Quasicrystals

8.Antisymmetry
Bicolor Symmetry
8.1.Black and White Antisymmetry Groups
8.2.Effea on Vectors
8.3.Magnetic Point Groups
8.4.Translational Subgroups of Magnetic Groups
8.5.Black and White Space Groups
8.6.Magnetic Space Groups
8.7.Examples of Magnetic Structures
8.8.Representation Method
8.9.OG/BNS Magnetic Group Symbols

Appendix 1 Motrices Representing the Symmetry Operotions
Appendix 2 Crystol Fomilies, Systems, ond Brovois Lottices
Appendix 3 The 14 Brovois Lottices
Appendix 4 The 32 Crystollogrophic Point Groups
Appendix 5 Diogroms for the 32 Point Groups
Appendix 6 Symbols
Appendix 7 The Spoce Groups
Appendix 8 The Reaprocol Lottice ond Diffroction
Appendix 9 Some Interesting Structures
Appendix 10 Tronslotionol Subgroups of Mognetic Spoce Groups
Appendix 11 Cubic Spoce Group Diogroms
Appendix 12 Pitfolls
Bibliogrophy
Solutions
Formulo Indev
Index

作者介紹

Gerald Burns,A.M. Glazer 合著的《固態物理學家用的空間群》很大亮點是空間群在時下熱門的話題,如高溫超導體、相變、半導體、超晶格等中的應用。

出版日期

05/01/2016

語系

簡體中文

版別

初版

裝訂

平裝

頁數

408

印刷

單色印刷

出版地

大陸