Discrete dislocation calculations suggest that statistical effects are important in the modeling of crystal plasticity. These include: (i) effects of source limited plasticity; (ii) statistical variations of dislocation sources and obstacles in small volumes; and (iii) the sensitivity of the discrete dislocation predictions to small perturbations. Implications of these for phenomenological constitutive models and for statistical theories of the collective behavior of dislocations are discussed. (c) 2005 Acta Materialia Inc. Published by Elsevier Ltd. All rights reserved.</p
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Discrete dislocation calculations suggest that statistical effects are important in the modeling of ...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
Conventional continuum mechanics models of inelastic deformation processes axe size scale independen...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...
Fracture in plastically deforming crystals involves several length scales for cleavage-like crack gr...