Damage Mechanics in Engineering Materials

Woody Ju, Jiann-Wen; Chaboche, J.-L.; Voyiadjis, George Z.

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Table of contents
  • Table of contentsvii
  • Forewordv
  • PART I: DAMAGE MECHANICS1
  • Chapter 1. Continuum Damage Mechanics of Composites. Towards a Unified Approach3
  • Chapter 2. Space of Damage Conjugate Force and Damage Potential of Elastic-Plastic-Damage Materials27
  • Chapter 3. Kinematics of Large Elastoplastic Damage Deformation45
  • Chapter 4. Scale and Boundary Conditions Effects in Elasticity and Damage Mechanics of Random Compos65
  • Chapter 5. The Effect of Fiber Bridging on Self-Similar Crack Growth: A Penny-shaped Crack Evolvemen81
  • Chapter 6. Crack-tip singularity in damaged materials95
  • Chapter 7. Micromechanics of Fatigue Crack Initiation of Single Crystal under Plane Strain115
  • Chapter 8. The sliding crack model revisited125
  • Chapter 9. Damage evolution rule for multiaxial variable loading145
  • Chapter 10. A Micromechanical Damage Model of Fiber Composites with Nonlinear Interface: Bulk, Tensi163
  • PART II: LOCALIZATION AND DAMAGE181
  • Chapter 11. Dynamic localized fracture in inelastic solids183
  • Chapter 12. Macromechanical Description of Micro-Shear Banding203
  • Chapter 13. Some Remarks on Gradient and Nonlocal Damage Theories223
  • Chapter 14. Catastrophic slip phenomena in crystalline materials237
  • PART III: DAMAGE IN BRITTLE MATERIALS257
  • Chapter 15. A comparative study of isotropic and anisotropic descriptions of damage in concrete stru259
  • Chapter 16. Advanced Thermomechanical Constitutive Models for Airfield Concrete Pavement under High275
  • Chapter 17. Mechanical behavior of thin-film coating/substrate systems under nanoindentation287
  • Chapter 18. On the Continuum Description of Damage in Fiber-Reinforced Composites303
  • Chapter 19. A mesocrack damage and friction coupled model for brittle materials321
  • Chapter 20. Anisotropic damage model for the triaxial creep behaviour of plain concrete337
  • Chapter 21. Damage and fracture modeling of 4D CC composites351
  • PART IV: DAMAGE IN METALS AND METAL MATRIX COMPOSITES369
  • Chapter 22. Prediction of damaged behavior and failure of a metal matrix composite using a multiscal371
  • Chapter 23. Effect of Microstructural Architecture on Flow/Damage Surfaces for Metal Matrix Composit385
  • Chapter 24. Calibration and validation of an anisotropic elasto-plastic damage model for sheet metal401
  • Chapter 25. Modeling of Oxidation and its Effect on the Crack Growth Resistance of Titanium Alloys421
  • Chapter 26. A first step toward functionally graded plasticity in porous materials441
  • PART V: COMPUTATIONAL DAMAGE MODELS457
  • Chapter 27. Modeling of Delamination Using a Layerwise Element with Enhanced Strains459
  • Chapter 28. A Computational Damage Mechanics Approach for Laminates: Identification and Comparison w481
  • PART VI: DAMAGE IN POLYMERS AND ELASTOMERS501
  • Chapter 29. Damaged hyperelastic solid with an induced volume variation. Effect of loading paths503
  • Chapter 30. A Micromechanics Approach to Predict Strength & Stiffness of Polymer Matrix Composites523
  • Author Index543
Book details
  • Vendor Elsevier S & T
  • SKU 9780080433226
  • ISBN-13 9780080530239
  • Author Woody Ju, Jiann-Wen; Chaboche, J.-L.; Voyiadjis, George Z.
  • Category Technology & Engineering
  • Subject Materials Science

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This book contains thirty peer-reviewed papers that are based on the presentations made at the symposium on "Damage Mechanics in Engineering Materials" on the occasion of the Joint ASME/ASCE/SES Mechanics Conference (McNU97), held in Evanston, Illinois, June 28-July 2, 1997. The key area of discussion was on the constitutive modeling of damage mechanics in engineering materials encompassing the following topics: macromechanics/micromechanical constitutive modeling, experimental procedures, numerical modeling, inelastic behavior, interfaces, damage, fracture, failure, computational methods.
The book is divided into six parts:
Study of damage mechanics. Localization and damage. Damage in brittle materials. Damage in metals and metal matrix composites. Computational aspects of damage models. Damage in polymers and elastomers.