ENERGY-BASED COUPLED ELASTOPLASTIC DAMAGE MODELS AT FINITE STRAINS

In this paper, the energy-based elastoplastic damage constitutive equations are derived, including the thermodynamc basis, characterization of damage, coupling of damage and plasiticty, and an anisotropic microcrack opening/closing mechanism. Both spatial and material descriptions are discussed, and a physically meaningful 'damage energy release rate' is derived for finite strains. A multiplicative split of the deformation gradient is assumed from the outset. Simple and efficient computational integration algorithms for proposed models are presented. A 3-step operator split algorithm is developed and the plastic and damage parts are algorithmically uncoupled in spite of the damage-plasticity coupling in its rate form. A numerical experiment of a notched specimen involving damage coupled with plastic flow is given.

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  • Accession Number: 00490781
  • Record Type: Publication
  • Files: TRIS
  • Created Date: Jan 31 1990 12:00AM