Within continuum dislocation theory the plastic deformation of bicrystals under plane strain constrained shear is considered. An analytical solution is found in the symmetric case (for twins) which exhibits the energetic and dissipative thresholds for dislocation nucleation, the Bauschinger translational work hardening, and the size effect. Similar features hold true also for the numerical solution in the general case
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Plastic deformation of crystalline solids is of both scientific and techno-logical interest. Over a ...
Conventional continuum mechanics models of inelastic deformation processes are size scale independen...
Within continuum dislocation theory the plastic deformation of bicrystals under plane strain constra...
Within continuum dislocation theory the plastic deformation of bicrystals under a mixed deformation ...
Within continuum dislocation theory the plastic deformation of a single crystal with one active slip...
Within continuum dislocation theory the plastic deformation of a single crystal with one active slip...
Slip deformation in symmetric-type bicrystal models subjected to tensile load is investigated by a f...
Slip deformation in symmetric-type bicrystal models subjected to tensile load is investigated by a f...
Slip deformation in compatible bicrystal models with a tilted angle grain boundary subjected to tens...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
In der hier vorliegenden Arbeit wird die Kontinuumsverschetzungstheorie auf einen Einkristall angewe...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Slip deformation in symmetric type bi-crystal models subjected to tensile load is analyzed by a fini...
Slip deformation in compatible type bi-crystal models with tilt angle grain boundary subjected to te...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Plastic deformation of crystalline solids is of both scientific and techno-logical interest. Over a ...
Conventional continuum mechanics models of inelastic deformation processes are size scale independen...
Within continuum dislocation theory the plastic deformation of bicrystals under plane strain constra...
Within continuum dislocation theory the plastic deformation of bicrystals under a mixed deformation ...
Within continuum dislocation theory the plastic deformation of a single crystal with one active slip...
Within continuum dislocation theory the plastic deformation of a single crystal with one active slip...
Slip deformation in symmetric-type bicrystal models subjected to tensile load is investigated by a f...
Slip deformation in symmetric-type bicrystal models subjected to tensile load is investigated by a f...
Slip deformation in compatible bicrystal models with a tilted angle grain boundary subjected to tens...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
In der hier vorliegenden Arbeit wird die Kontinuumsverschetzungstheorie auf einen Einkristall angewe...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Slip deformation in symmetric type bi-crystal models subjected to tensile load is analyzed by a fini...
Slip deformation in compatible type bi-crystal models with tilt angle grain boundary subjected to te...
A two-dimensional nonlocal version of continuum crystal plasticity theory is proposed, which is base...
Plastic deformation of crystalline solids is of both scientific and techno-logical interest. Over a ...
Conventional continuum mechanics models of inelastic deformation processes are size scale independen...