Fundamentals of Creep in Metals and Alloys* Numerous line drawings with consistent format and units allow easy comparison of the behavior of a very wide range of materials * Transmission electron micrographs provide a direct insight in the basic microstructure of metals deforming at high temperatures * Extensive literature review of over 1000 references provide an excellent reference document, and a very balanced discussion Understanding the strength of materials at a range of temperatures is critically important to a huge number of researchers and practitioners from a wide range of fields and industry sectors including metallurgists, industrial designers, aerospace R&D personnel, and structural engineers. The most up-to date and comprehensive book in the field, Fundamentals of Creep in Metals and Alloys discusses the fundamentals of time-dependent plasticity or creep plasticity in metals, alloys and metallic compounds. This is the first book of its kind that provides broad coverage of a range of materials not just a sub-group such as metallic compounds, superalloys or crystals. As such it presents the most balanced view of creep for all materials scientists. The theory of all of these phenomena are extensively reviewed and analysed in view of an extensive bibliography that includes the most recent publications in the field. All sections of the book have undergone extensive peer review and therefore the reader can be sure they have access to the most up-to-date research, fully interrogated, from the world’s leading investigators. |
From inside the book
Results 1-5 of 94
... Strain-Rate Superplasticity 6.5.1 High Strain-Rate Superplasticity in Metal–Matrix Composites 6.5.2 High Strain-Rate Superplasticity in Mechanically Alloyed Materials 6.6. Superplasticity in Nano and Submicrocrystalline Materials 7 ...
... strain-rate sensitivity exponent (1⁄4 1/N) m0 transient creep time exponent m00 strain-rate exponent in the Monkman–Grant equation m c constant M average Taylor factor for a polycrystal M r dislocation multiplication constant n steady ...
... strain e 0 instantaneous strain _e strain-rate _e min minimum creep-rate _e ss steady-state uniaxial strain-rate "e effective uniaxial or von Mises strain y misorientation angle across high-angle grain boundaries y misorientation angle ...
... strain-rate), _e 1⁄4 de=dt is changing with increasing plastic strain or time. In Figure 1(a) the primary-creep-rate decreases with increasing strain, but with some types of creep, such as solute drag with ''3-power creep,'' an ...
... strain to be independent of _e. In this case, we might describe the change in yield stress to be the sole result of ... strain-rate sensitivity exponent, m1⁄41/N. Generally, N is relatively high at lower temperatures [3] which implies ...
Contents
3 | |
13 | |
Chapter 3 DiffusionalCreep | 91 |
Chapter 4 HarperDorn Creep | 99 |
Chapter 5 ThreePowerLaw Viscous Glide Creep | 111 |
Chapter 6 Superplasticity | 123 |
Chapter 7 Recrystallization | 143 |
Chapter 8 Creep Behavior of ParticleStrengthened Alloys | 151 |
Chapter 9 Creep of Intermetallics | 173 |
Chapter 10 Creep Fracture | 215 |
References | 243 |
Index | 269 |