Abstract (EN):
The ability to predict the formability limit of sheet metal forming processes is of paramount importance as
the finite deformation in these processes is restricted by geometric instabilities due to necking, strain
localization and consequent ductile fracture. Although forming limit diagrams, associated with finite element
simulations, are currently available, or are easy to implement, in powerful commercial codes, when complex
strain paths are involved, very often combined with an anisotropic behaviour, these predictions fail to give
the right answer.
Ductile failure is a result of internal degradation described throughout metallographic observations by the
nucleation, growth and coalescence of voids and micro-cracks that may lead to macroscopic collapse. The
fact that internal degradation (or damage) accompanies large plastic deformation suggests that these two
dissipative processes, although different in nature, influence each other and should, therefore, be coupled at
the constitutive level. Consequently the theory of Continuum Damage Mechanics may provide a better
insight to the physical phenomenon and play a significant role in the study of the formability and fracture
onset in sheet metal forming processes.
To address these problems a damage model is introduced in a commercial code. This model is based on the
enhanced Lemaitre¿s ductile damage evolution law, which includes a distinction between rates of damage
growth observed for states of stress with identical triaxiality but stresses of opposite sign (tension and
compression), and is coupled with Hill¿s orthotropic plasticity criterion. The resulting constitutive equations
are implemented and assessed for the prediction of fracture onset in sheet metal forming processes. A
numerical example has been carried out in order to assess the capability of the implemented model in
necking prediction and its results were compared with experimental ones.
Language:
English
Type (Professor's evaluation):
Scientific
No. of pages:
10