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Crystallography

As a self-study guide, course primer or teaching aid, Borchardt-Ott's Crystallography is the perfect textbook for students and teachers alike. In fact, it can be used by crystallographers, chemists, mineralogists, geologists and physicists. Based on the author's more than 25 years of teach...

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Bibliographic Details
Other Authors:	Borchardt-Ott, Walter (Editor)
Format:	eBook
Language:	English
Published:	Berlin, Heidelberg Springer Berlin Heidelberg 1995, 1995
Edition:	2nd ed. 1995
Subjects:	Physical Chemistry Inorganic Chemistry Mineralogy Crystallography And Scattering Methods Crystallography
Online Access:	https://doi.org/10.1007/978-3-642-57754-3?nosfx=y
Collection:	Springer Book Archives -2004 - Collection details see MPG.ReNa

Table of Contents:

12.5 The Determination of a Crystal Structure
Exercises
13 Crystal Defects
13.1 Point Defects
13.2 Line Defects
13.3 Plane Defects
14 Appendix
14.1 Symbols for Crystallographic Items
14.2 Symmetry Elements
14.3 Calculation of Interatomic Distances and Angles in Crystal Structures
14.4 Crystal Forms
15 Solutions to the Exercises
References
8 Point Groups
8.1 The 32 Point Groups
8.2 Crystal Symmetry
8.3 Molecular Symmetry
8.4 Determination of Point Groups
8.5 Enantiomorphism
8.6 Point Groups and Physical Properties
Exercises
9 Space Groups
9.1 Glide Planes and Screw Axes
9.2 The 230 Space Groups
9.3 Properties of Space Groups
9.4 International Tables for Crystallography
9.5 Space Group and Crystal Structure
Exercises
10 The Interrelationship of Point Groups and Space Groups
Exercise
11 Fundamentals of Crystal Chemistry
11.1 Coordination
11.2 Metal Structures
11.3 Structures of Noble Gases and Molecules
11.4 Ionic Structures
11.5 Covalent Structures
11.6 Isotypes, Solid Solutions and Isomorphism
11.7 Polymorphism
11.8 Literature on Crystal Structures
Exercises
12 Studies of Crystals by X-Ray Diffraction
12.1 The Bragg Equation
12.2 The Debye-Scherrer Method
12.3 The Reciprocal Lattice
12.4 The Laue Groups
1 The Crystalline State
Exercises
2 The Lattice and Its Properties
2.1 Line Lattice
2.2 Plane Lattice
2.3 Space Lattice
2.4 The Designation of Points, Lines, and Planes in a Space Lattice
2.5 The Zonal Equation
Exercises
3 Crystal Structure
Exercises
4 Morphology
4.1 Relationship Between Crystal Structure and Morphology
4.2 Fundamentals of Morphology
4.3 Crystal Growth
4.4 The Stereographic Projection
4.5 The Reflecting Goniometer
4.6 The Wulff Net
4.7 Indexing of a Crystal
4.8 The Gnomonic and Orthographic Projections
Exercises
5 Principles of Symmetry
5.1 Rotation Axes
5.2 The Mirror Plane
5.3 The Inversion Centre
5.4 Compound Symmetry Operations
Exercises
6 The 14 Bravais Lattices
6.1 The Primitive Space Lattices (P-Lattices)
6.2 The Symmetry of the Primitive Lattices
6.3 The Centred Lattices
6.4 The Symmetry of the Centred Lattices
Exercises
7 The Seven Crystal Systems

Crystallography

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