Until the 1970s all materials studied consisted of periodic arrays of unit cells, or were amorphous. In the last decades a new class of solid state matter, called aperiodic crystals, has been found. It is a long range ordered structure, but without lattice periodicity. It is found in a wide range of
Reconstructive Phase Transitions: In Crystals and Quasicrystals
β Scribed by Pierre TolΓ©dano, Vladimir Dmitriev
- Publisher
- World Scientific
- Year
- 1996
- Tongue
- English
- Leaves
- 416
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Table of Contents
Dedications
Foreword
Contents
I. PHENOMENOLOGICAL THEORY OF FIRST-ORDER PHASE TRANSITIONS
1. Introduction
2. Basic concepts of the Landau theory of phase transitions
3. The angular and radial problems in the Landau theory of structural transitions
4. Symmetry predicted first-order phase transitions
5. Theory of singularities and phase transitions
6. References
II. DENSITY-WAVE THEORY OF RECONSTRUCTIVE PHASE TRANSITIONS
1. Introduction
2. Introductory examples to the density-wave approach
3. Generalization of the preceding examples: Density-wave theory of reconstructive phase transitions
4. Specific properties of reconstructive phase transitions
5. Applicability of the density-wave theory of reconstructive phase transitions
6. References
III. DISPLACIVE RECONSTRUCTIVE PHASE TRANSITIONS
1. Introduction
2. The Ξ²βΟ transition
3. The BCC-HCP transition: The role of macroscopic deformation
4. The BCC-FCC transition
5. Landau and limit phases in the phase diagrams of actinides
6. Reconstructive phase transitions in inorganic crystals
7. The martensitic transformations in lithium and sodium
8. References
IV. ORDERING TYPE RECONSTRUCTIVE PHASE TRANSITIONS
1. Introduction
2. The FCC-HCP reconstructive transition
3. Polytypic structures in zinc sulfide and barium titanate
4. The graphite-diamond reconstructive transition
5. Theory of ice structures
6. Reconstructive transitions in Si0β
7. Ordering-type and displacive-type mechanisms in lanthanides
8. Reconstructive phase transitions in a cryogenic crystal: Nitrogen
9. References
V. CRYSTAL-QUASICRYSTAL RECONSTRUCTIVE PHASE TRANSITIONS
1. Introduction
2. The crystal-quasicrystal transition mechanism
3. Density-wave theory of the FCC-icosahedral transitions in FeTiβ (NiTiβ) alloys
4. The rhombohedral-icosahedral transition in AlCuFe alloys
5. Local structural mechanism for crystal-quasicrystal transitions: The T-lattice
6. Domain structure and microcrystalline states in quasicrystals
7. References
APPENDEX 1. GROUP-THEORETICAL ASPECTS OF THE PHENOMENOLOGICAL THEORY OF STRUCTURAL PHASE TRANSITIONS
1. Crystallographic space-groups
2. Irreducible representations of the space-groups
3. Group theoretical properties used in the formulation of the Landau theory
4. References
Subject Index
π SIMILAR VOLUMES
Until the 1970s all materials studied consisted of periodic arrays of unit cells, or were amorphous. In the last decades a new class of solid state matter, called aperiodic crystals, has been found. It is a long range ordered structure, but without lattice periodicity. It is found in a wide range of
<p>The Nato Advanced Study Institute "Phase Transitions in Liquid Crystals" was held May 2-12, 1991, in Erice, Sicily. This was the 16th conference organized by the International School of Quantum Electronics, under the auspices of the "Ettore Majorana" Centre for Scientific Culture. The subject of
<p>About half a century ago Landau formulated the central principles of the pheΒ nomenological second-order phase transition theory which is based on the idea of spontaneous symmetry breaking at phase transition. By means of this apΒ proach it has been possible to treat phase transitions of differen
Many materials used in industry are crystals. These crystals often show anomalies, such as sudden softening or embrittlement at certain temperatures. If controlled, such behavior can be extremely useful, for manufacturing and high-technology applications. This is one of the first books to describe