Introduction to Dislocations

Cover
Butterworth-Heinemann, 02.07.2001 - 242 Seiten
Introduction to Dislocations was first published in 1965 in a series aimed at undergraduate and postgraduate students in metallurgy and materials science and related disciplines. At the time, the subject was maturing and it was expected that 'dislocation concepts' would remain a core discipline for a very long time. As expected, the book has been, and remains, an important undergraduate text all over the world.
A wider range of materials has emerged since 1965, most notably in the field of electronics and micro-engineering. The principles of dislocation theory still apply but some of the detail requires further treatment. This fourth edition provides an essential basis for an understanding of many of the physical and mechanical properties of crystalline solids. This new edition has been extensively revised and updated to reflect developments in the understanding of the subject, whilst retaining the clarity and comprehensibility of the previous editions.
 

Inhalt

Chapter 2 Observation of Dislocations
22
Chapter 3 Movement of Dislocations
42
Chapter 4 Elastic Properties of Dislocations
62
Chapter 5 Dislocations in Facecentred Cubic Metals
82
Chapter 6 Dislocations in Other Crystal Structures
102
Chapter 7 Jogs and the Intersection of Dislocations
128
Chapter 8 Origin and Multiplication of Dislocations
145
Chapter 9 Dislocation Arrays and Crystal Boundaries
157
Chapter 10 Strength of Crystalline Solids
193
The SI System of Units
237
Index
239
Urheberrecht

Häufige Begriffe und Wortgruppen

Beliebte Passagen

Seite 20 - Properties of Materials at High Rates of Strain, Inst. Mech. Eng., London, 1957...
Seite 21 - SUTTON, AP, and BALLUFFI, RW, 1995, Interfaces in Crystalline Materials (Oxford University Press).
Seite 5 - AI face-centred cubic structure atoms are situated at the corners of the unit cell and at the centres of the cell faces (fig. 3a). Each atom has twelve equidistant nearest neighbours situated at a distance of a/|/2 ( = 0.707a) where a is the side of the unit cell.

Bibliografische Informationen