CHF68.35
Download steht sofort bereit
An authoritative, updated text that offers an introduction to crystals and crystal structure with coverage of crystallography, and microscopy of materials
Written in a friendly, non-mathematical style, the updated second edition of Crystals and Crystal Structures offers a comprehensive exploration of the key elements of crystals and crystal structures. Starting with the basics, it includes information on multiple areas of crystallography, including modulated structures, quasicrystals and protein crystallography, and interdisciplinary applications as diverse as the relationship between physical properties and symmetry.
To enhance comprehension of the material presented, the book contains a variety of problems and exercises. The revised second edition offers new material and updates in the field including:
An introduction to the use of high intensity X-ray analysis of protein structures
Advances in imaging, scanning electron microscopy, and cryo-electron microscopy
The relationship between symmetry and physical properties highlighting new findings and an introduction to tensor notation in describing these relationships in a concise fashion
Nanoparticles as well as crystallographic aspects, defects, surface defects and the impact of these crystallographic features on properties
Perovskite structures and their variations and the inclusion of their wide-ranging properties
Written for students ofcrystallography, chemistry, physics, materials science, biosciences and geology, Crystals and Crystal Structures, Second Edition provides an understanding of the subject and enables students to read scientific papers and articles describing a crystal structure or use crystallographic databases.
Autorentext
RICHARD J. D. TILLEY D. Sc, Ph. D, is Emeritus Professor in the School of Engineering at the University of Cardiff, Wales, U.K. He has published extensively in the area of solid-state materials science, including nine textbooks (translated into multiple languages), 23 chapters and encyclopedia entries and more than 200 journal papers.
Klappentext
AN AUTHORITATIVE, UPDATED TEXT THAT OFFERS AN INTRODUCTION TO CRYSTALS AND CRYSTAL STRUCTURE WITH COVERAGE OF CRYSTALLOGRAPHY, AND MICROSCOPY OF MATERIALS Written in a friendly, non-mathematical style, the updated second edition of Crystals and??Crystal Structures??offers a comprehensive exploration of the key elements of crystals and crystal structures. Starting with the basics, it includes information on multiple areas of crystallography, including modulated structures, quasicrystals and protein crystallography, and interdisciplinary applications as diverse as the relationship between physical properties and symmetry. To enhance comprehension of the material presented, the book contains a variety of problems and exercises. The revised second edition offers new material and updates in the field including:
Inhalt
Preface ix
Chapter 1: Crystals and Crystal Structures 1
1.1 Crystal Families and Crystal Systems 1
1.2 Unit Cells and Miller Indices 4
1.3 The Determination of Crystal Structures 6
1.4 The Description of Crystal Structures 6
1.5 Crystal Structures: Metals 8
1.5.1 The Cubic Close-packed (A1) Structure of Copper 9
1.5.2 The Body-Centred Cubic (A2) Structure of Tungsten 9
1.5.3 The Hexagonal (A3) Structure of Magnesium 10
1.6 Crystal Structures: Binary Compounds 10
1.6.1 The Halite (Rock Salt, NaCl) Structure 10
1.6.2 The Rutile Structure 11
1.6.3 The Fluorite Structure 11
1.7 The Cubic Perovskite Structure 12
1.8 The Structure of Urea 13
1.9 The Density of a Crystal 14
Answers to Introductory Questions 15
Problems and Exercises 16
Chapter 2: Lattices, Planes and Directions 19
2.1 Two-dimensional Lattices 19
2.2 Unit Cells 22
2.3 The Reciprocal Lattice in Two Dimensions 22
2.4 Three-dimensional Lattices 26
2.5 Rhombohedral, Hexagonal and Cubic Lattices 29
2.6 Alternative Unit Cells 30
2.7 The Reciprocal Lattice in Three Dimensions 31
2.8 Lattice Planes and Miller Indices 34
2.9 Hexagonal Lattices and Miller-Bravais Indices 37
2.10 Miller Indices and Planes in Crystals 37
2.11 Directions 39
2.12 Lattice Geometry 41
Answers to Introductory Questions 44
Problems and Exercises 44
Chapter 3: Two-dimensional Patterns and Tiling 49
3.1 The Symmetry of an Isolated Shape: Point Symmetry 49
3.2 Rotation Symmetry of a Plane Lattice 52
3.3 The Symmetry of the Plane Lattices 53
3.4 The Ten Plane Crystallographic Point Symmetry Groups 55
3.5 The Symmetry of Patterns: The 17 Plane Groups 57
3.6 Two-dimensional Crystal Structures 63
3.7 General and Special Positions 66
3.8 Tesselations 68
Answers to Introductory Questions 71
Problems and Exercises 71
Chapter 4: Symmetry in Three Dimensions 75
4.1 The Mirror Plane and Axes of Rotation 75
4.2 Axes of Inversion: Rotoinversion 77
4.3 Axes of Inversion: Rotoreflection 80
4.4 The Hermann-Mauguin Symbols for Point Groups 81
4.5 The Symmetry of the Bravais Lattices 83
4.6 The Crystallographic Point Groups 84
Answers to Introductory Questions 87
Problems and Exercises 88
Chapter 5: Symmetry and Physical Properties 93
5.1 Properties and Symmetry 93
5.2 Point Groups and Physical Properties 94
5.3 Specification of Physical Properties 96
5.4 Refractive Index 97
5.5 Optical Activity 100
5.5.1 Specific Rotation 100
5.5.2 Crystal Symmetry and Optical Activity 101
5.5.3 Optical Activity in Homogeneous Crystals 101
5.5.4 Optical Activity in Crystals Containing Molecules 102
5.5.5 Optical Activity and Chiral Molecules 103
5.5.6 Optical Activity, Chemical Reactivity and Symmetry 103
5.6 The Pyroelectric Effect 104
5.6.1 Pyroelectric and Ferroelectric Crystals 104
5.6.2 Crystallographic Aspects of Pyro- and Ferroelectric Behaviour 106
5.7 Dielectric Properties 109
5.7.1 Dielectrics 109
5.7.2 Isotropic Materials 110
5.7.3 Non-isotropic Materials 110
5.8 Magnetic Point Groups and Colour Symmetry 111
Answers to Introductory Questions 113
Problems and Exercises 114
Chapter 6: Building Crystal Structures from Lattices and Space Groups 117
6.1 Symmetry of Three-dimensional Patterns: Space Groups 117
6.2 The Crystallographic Space Groups 119
6.3 Space Group Symmetry Symbols 121 6.4 The Graphical Representation of t...