Pages that link to "Item:Q388333"
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The following pages link to Modeling of polycrystals using a gradient crystal plasticity theory that includes dissipative micro-stresses (Q388333):
Displaying 11 items.
- Heterogeneous crystal and poly-crystal plasticity modeling from a transformation field analysis within a regularized Schmid law (Q1027015) (← links)
- A study of gradient strengthening based on a finite-deformation gradient crystal-plasticity model (Q1655262) (← links)
- Computational homogenization of mesoscale gradient viscoplasticity (Q2309061) (← links)
- Wavelet-enriched adaptive crystal plasticity finite element model for polycrystalline microstructures (Q2310092) (← links)
- On the finite element implementation of higher-order gradient plasticity, with focus on theories based on plastic distortion incompatibility (Q2310345) (← links)
- A computational investigation of a model of single-crystal gradient thermoplasticity that accounts for the stored energy of cold work and thermal annealing (Q2341513) (← links)
- Variational formulations for single-crystal strain-gradient plasticity at large deformations (Q2864831) (← links)
- Gradient crystal plasticity as part of the computational modelling of polycrystals (Q3588016) (← links)
- An effect of a purely dissipative process of microstresses on plane strain gradient plasticity problems (Q4986170) (← links)
- Some theoretical and computational aspects of single‐crystal strain‐gradient plasticity (Q5415421) (← links)
- Multifield finite strain plasticity: theory and numerics (Q6116098) (← links)
