Damage mechanics and localization: presented at the Winter Annual Meeting of the American Society of Mechanical Engineers, Anaheim, California, November 8-13, 1992
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A Micromechanics Model for Damage in Metal Matrix Composites
Critical Damage States at Crack Initiation
Localization Analysis of ElastoPlastic Cosserat Continua
11 other sections not shown
aluminum analysis assumed behavior bifurcation criterion bifurcation mode brittle Composite Materials constitutive equations constitutive relations couple stresses crack density crack initiation crack tip critical damage critical value cylinders damage evolution damage function Damage Mechanics damage model damage theories damage variable damaged composite debonding deformation delamination discontinuity surface discontinuous bifurcation ductile effective stress eigenvalue elastic elastic moduli elastoplastic energy release rate experimental Figure finite element flow stress formulation fourth-order fracture fundamental eigentensor grain boundary hardening HODO function isotropic Laminates Legendre limit point linear linear elastic loading matrix cracking Mech Mechanics and Localization mesh metal matrix composites microcracks nanocrystalline nanopores nonlocal normal numerical parameter particle Pijaudier-Cabot plasticity plate predicted problem propagation reinforcements scalar second-order shear shear stress Solids specimen strain localization strain rate strain tensor stress-strain curves strong ellipticity structure Swanson symmetric tangent modulus tensor tensile thermodynamic tractions undamaged uniaxial Valanis velocity viscoplastic wave yield zero