Damage Mechanics
Auteurs : Voyiadjis George Z., Kattan Peter I.
Before a structure or component can be completed, before any analytical model can be constructed, and even before the design can be formulated, you must have a fundamental understanding of damage behavior in order to produce a safe and effective design. Damage Mechanics presents the underlying principles of continuum damage mechanics along with the latest research. The authors consider both isotropic and anisotropic theories as well as elastic and elasto-plastic damage analyses using a self-contained, easily understood approach.
Beginning with the requisite mathematics, Damage Mechanics guides you from the very basic concepts to advanced mathematical and mechanical models. The first chapter offers a brief MAPLE® tutorial and supplies all of the MAPLE commands needed to solve the various problems throughout the chapter. The authors then discuss the basics of elasticity theory within the continuum mechanics framework, the simple case of isotropic damage, effective stress, damage evolution, kinematic description of damage, and the general case of anisotropic damage. The remainder of the book includes a review of plasticity theory, formulation of a coupled elasto-plastic damage theory developed by the authors, and the kinematics of damage for finite-strain elasto-plastic solids.
From fundamental concepts to the latest advances, this book contains everything that you need to study the damage mechanics of metals and homogeneous materials.
Date de parution : 09-2019
15.2x22.9 cm
Date de parution : 06-2005
Ouvrage de 280 p.
15.2x22.9 cm
Thèmes de Damage Mechanics :
Mots-clés :
Damage Tensor; Kinematic Hardening; tensor; Strain Tensor; stress; Continuum Damage Mechanics; cauchy; Damage Variables; constitutive; Deformation Gradient; equation; Damage Deformation; continuum; Elasto Plastic Damage; variables; Stress Tensor; kinematic; Generalized Thermodynamic Force; hardening; Fourth Order Tensor; strain; Constitutive Equations; Chaboche Model; Elastic Strain; Green Deformation Tensor; Strain Equivalence; Yield Surface; Non-proportional Loading; Maple Command; Gurson’s Model; Kinematic Hardening Rule; Path Ii; Representative Volume Element; Plastic Strain Rate; Anisotropic Damage