Shape-Memory Alloys Handbook
Author | : Christian Lexcellent |
Publisher | : John Wiley & Sons |
Total Pages | : 400 |
Release | : 2013-04-08 |
ISBN-10 | : 9781118577950 |
ISBN-13 | : 1118577957 |
Rating | : 4/5 (957 Downloads) |
Download or read book Shape-Memory Alloys Handbook written by Christian Lexcellent and published by John Wiley & Sons. This book was released on 2013-04-08 with total page 400 pages. Available in PDF, EPUB and Kindle. Book excerpt: The aim of this book is to understand and describe themartensitic phase transformation and the process of martensiteplatelet reorientation. These two key elements enable the author tointroduce the main features associated with the behavior ofshape-memory alloys (SMAs), i.e. the one-way shape-memory effect,pseudo-elasticity, training and recovery. Attention is paid in particular to the thermodynamical frame forsolid materials modeling at the macroscopic scale and itsapplications, as well as to the particular use of such alloys– the simplified calculations for the bending of bars andtheir torsion. Other chapters are devoted to key topics such as theuse of the “crystallographical theory of martensite”for SMA modeling, phenomenological and statistical investigationsof SMAs, magneto-thermo-mechanical behavior of magnetic SMAs andthe fracture mechanics of SMAs. Case studies are provided on thedimensioning of SMA elements offering the reader an additionaluseful framework on the subject. Contents 1. Some General Points about SMAs. 2. The World of Shape-memory Alloys. 3. Martensitic Transformation. 4. Thermodynamic Framework for the Modeling of SolidMaterials. 5. Use of the “CTM” to Model SMAs. 6. Phenomenological and Statistical Approaches for SMAs. 7. Macroscopic Models with Internal Variables. 8. Design of SMA Elements: Case Studies. 9. Behavior of Magnetic SMAs. 10. Fracture Mechanics of SMAs. 11. General Conclusion. Appendix 1. Intrinsic Properties of Rotation Matrices. Appendix 2. “Twinning Equation” Demonstration. Appendix 3. Calculation of the Parameters a, n and Q from the“Twinning” Equation. Appendix 4. “Twinned” Austenite/MartensiteEquation. About the Authors Christian Lexcellent is Emeritus Professor at the ÉcoleNational Supérieure de Mécanique et des Microtechniquesde Besançon and a researcher in the Department of AppliedMechanics at FEMTO-ST in France. He is a specialist in themechanics of materials and phase transition and has taught in thesubjects of mechanics of continuum media and shape memory alloys.He is also a member of the International Committee of ESOMAT.