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Scalar Damage and Healing Mechanics

  • Book

  • October 2022
  • Elsevier Science and Technology
  • ID: 5576533

Scalar Damage and Healing Mechanics outlines the latest cutting-edge research in the field of scalar damage and healing mechanics, providing step-by-step insight on how to use scalar damage variables in various modeling scenarios. Additionally, the book discusses the latest advances in healing mechanics, covering the evolution of healing and damage, small damage and small healing, healing processes in series and in parallel, super healing, and the thermodynamics of damage and healing. Coupled systems, in which damage triggers self-healing as well as a decoupled system where healing occurs after damage is identified by external detection, are also discussed.

Readers are additionally introduced to fundamental concepts such as effective stress, damage evolution, plane stress damage decomposition, and other damage processes that form the basis for a better understanding of the more advanced chapters.

Please Note: This is an On Demand product, delivery may take up to 11 working days after payment has been received.

Table of Contents

1. Effective Stress 2. Damage Evolution 3. Decomposition of the Damage Variable 4. Other Decomposition Issues 5. Other Damage Variables 6. Damage in Composite Materials Overall Approach 7. Damage in Composite Materials Local Approach 8. Complex Damage Variables 9. Damage Described in Terms of Stiffness Degradation 10. Damage Described in Terms of Area Reduction 11. Damage and Healing Mechanics 12. Evolution of Damage and Healing 13. Small Damage and Small Healing 14. Healing Processes in Series and in Parallel 15. Thermodynamics of Damage and Healing 16. Undamageable Materials 1 17. Undamageable Materials 2 18. Super Healing 19. Singularity Formation 20. Stages of the Damage Process 21. Independent and Dependent Damage Processes 22. Special Damage Processes Described Mathematically 23. Damage in Graphene, Carbon Nanotubes, and Lithium Ion Batteries 24. Logarithmic and Exponential Damage 25. Integrity and Damageability 26. Unhealable Damage and Undamageable Integrity 27. Nonlinear Healing 28. Stages of the Healing Process 29. Integrity Field 30. Healing Field 31. Small Damage in Composite Materials 32. Composition of Damage Variables

Authors

George Z. Voyiadjis Boyd Professor, Department of Civil and Environmental Engineering, Louisiana State University, USA. Boyd Professor at the Louisiana State University, in the Department of Civil and Environmental Engineering. Voyiadjis is a Foreign Member of the Academia Europaea, the European Academy of Sciences, and the European Academy of Sciences and Arts. He is a Foreign Member of both the Polish Academy of Sciences, and the National Academy of Engineering of Korea. He is the recipient of the 2008 Nathan M. Newmark Medal of the American Society of Civil Engineers He is a Distinguished Member of the American Society of Civil Engineers; Fellow of the American Society of Mechanical Engineers, the Society of Engineering Science, the American Academy of Mechanics, and the Engineering Mechanics Institute of ASCE; and Associate Fellow of the American Institute of Aeronautics and Astronautics. Voyiadjis' primary research interest is in plasticity and damage mechanics of metals, metal matrix composites, polymers, and ceramics with emphasis on the theoretical modeling, numerical simulation of material behavior, and experimental correlation. Research activities of particular interest encompass macro-mechanical and micro-mechanical constitutive modeling, experimental procedures for quantification of crack densities, inelastic behavior, thermal effects, interfaces, damage, failure, fracture, impact, and numerical modeling.

He has 2 patents, over 364 refereed journal articles, and 23 books (12 as editor) to his credit. He has given over 420 presentations as plenary, keynote, and invited speaker as well as other talks. Over 68 graduate students (39 Ph.D.) completed their degrees under his direction. Peter I. Kattan Independent Researcher; Visiting Professor at Louisiana State University in Baton Rouge, Louisiana, USA. Peter I. Kattan is an Independent Researcher based in Amman, Jordan and has written three books on damage mechanics, one book on finite elements, and one book on composite materials. His research work is currently focused on damage mechanics with fabric tensors and the physical characterization of micro-crack distributions and their evolution. He has published extensively on the theory of plates and shells, constitutive modelling of inelastic materials and damage mechanics. He is currently a Visiting Professor at Louisiana State University in Baton Rouge, Louisiana.