Mechanical Behavior of Materials: Second EditionThis outstanding text offers a comprehensive treatment of the principles of the mechanical behavior of materials. Appropriate for senior and graduate courses, it is distinguished by its focus on the relationship between macroscopic properties, material microstructure, and fundamental concepts of bonding and crystal structure. The current, second edition retains the original editions extensive coverage of nonmetallics while increasing coverage of ceramics, composites, and polymers that have emerged as structural materials in their own right and are now competitive with metals in many applications. It contains new case studies, includes solved example problems, and incorporates real-life examples.
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From inside the book
Results 1-5 of 82
... ( Prob . 1.3 ) that for uniform gage length deformation , Ɛ and Ɛ are related through ET = ln ( 1 + ƐE ) Ετ ( 1.11 ) Equation ( 1.11 ) shows that Ɛ < ƐĘ in a tension test ( i.e. , ln ( 1 + x ) < x ) . Thus , point defining σE - ƐĘ in a ...
... ( Prob . 1.5 ) , and therefore this must be specified for this parameter to have meaning . Although not quoted as often as percent elonga- tion , Ɛ is more of an inherent material property than Ɛ . Indeed , in a real sense ƐEu represents ...
... ( Prob . 1.7 ) . For metals at ordinary temperatures , n is in the range from ca. 0.02 to about 0.50 . The stress - strain curve of Fig . 1.6a accurately schematizes the behavior of many engineering solids , particularly metals at ...
... ( Prob . 1.14 ) , we find the latter is given by T 32M , r πD4 ( 1.25 ) During the test , the twisting moment and angle of twist ( 0 ) are measured . The shear stress and strain can then be calculated from Eqs . ( 1.24 ) and ( 1.25 ) ...
... ( 2.5 ) For a metal with v = % , the bulk and Young's moduli are approximately numerically equal . It can also be shown that the shear modulus , G , and Young's modulus are re- lated ( Prob . 2.2 ) by CHAPTER 2 Elastic Behavior G - 2 ( 1 + ...
Contents
1 | |
44 | |
85 | |
Plastic Deformation in Single and Polycrystalline Materials | 140 |
Strengthening of Crystalline Materials | 175 |
Composite Materials | 244 |
HighTemperature Deformation of Crystalline Materials | 293 |
Deformation of Noncrystalline Materials | 354 |
Toughening Mechanisms and the Physics of Fracture | 454 |
HighTemperature Fracture | 522 |
Fatigue of Engineering Materials | 566 |
Embrittlement | 630 |
Cellular Solids | 686 |
Name Index | 718 |
Specific Substance Index | 721 |
Subject Index | 727 |