Pages that link to "Item:Q1075131"
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The following pages link to Anti-plane shear cracks in ideally plastic crystals (Q1075131):
Displaying 16 items.
- Families of asymptotic tensile crack tip stress fields in elastic-perfectly plastic single crystals (Q373398) (← links)
- Orientation dependence of the plastic slip near notches in ductile FCC single crystals (Q597758) (← links)
- Effect of plastic deformation at the crack tip in a crystal on the direction of the tip growth under a mixed load (Q735804) (← links)
- Crack tip singular fields in ductile crystals with Taylor power-law hardening. II: Plane strain (Q750214) (← links)
- Asymptotic analysis of a crack in a power-law material under combined in- plane and out-of-plane shear loading conditions (Q918800) (← links)
- Fully plastic asymmetric crack growth near a single shear band (Q1077997) (← links)
- Crack tip singular fields in ductile crystals with Taylor power-law hardening. I. Anti-plane shear (Q1097082) (← links)
- Two general integrals of singular crack tip deformation fields (Q1111821) (← links)
- Near-tip fields for a crack along an interface between an elastic-ideally plastic crystal and a rigid substrate (Q1261873) (← links)
- Plastic ratcheting induced cracks in thin film structures (Q1612650) (← links)
- Thermodynamic equivalence of steady-state shocks and smooth waves in general media; applications to elastic-plastic shocks and dynamic fracture (Q1961405) (← links)
- Dislocation walls in crystals under single slip (Q2573208) (← links)
- Plastic relaxation at a crack tip by asymmetric slip (Q3795371) (← links)
- Modelling plastic zones and the brittle-ductile transition (Q4376574) (← links)
- Continuum simulations of directional dependence of crack growth along a copper/sapphire bicrystal interface. I: Experiments and crystal plasticity background. II: Crack tip stress/deformation analysis (Q5935646) (← links)
- Asymptotic solutions for tensile crack tip fields without kink-type shear bands in elastic-ideally plastic single crystals (Q5953060) (← links)
