INVESTIGADORES
BERTOLINO Graciela Mabel
congresos y reuniones científicas
Título:
Multiscale coupling between experimental measurement and numerical simulations. How to applied experimental boundary conditions to mechanical microstructure simulation
Autor/es:
GRACIELA BERTOLINO; JEROME CREPIN; MARIE DEXET; EVA HERIPRE
Lugar:
Canada
Reunión:
Simposio; PLASTICiTY'06, International Symposium on Plasticity 2006; 2006
Institución organizadora:
Plasticity
Resumen:
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To optimize
mechanical parameters of constitutive law such as critical resolved
shear stress, strain hardening and local toughness, coupling methods
have been developed based on multiscale measurements and simulations.
On one hand, experimental characterization of microstructures are
performed by using Orientation Imaging Microscopy thanks to EBSD and
mechanical tests are carried out measuring intragranular strain
field
thanks to microextensometry techniques and SEM analysis. On the other
hand, finite element (F.E.) simulations are performed on a mesh that
represents this microstructure under experimental investigation
[1-2]. However, even if the in situ
local displacement field measurement allows to determine the local
boundaries conditions at a time t, the evolution of these local field
during the mechanical test for quasi-static strain rate (typically
10-4
s-1)
are still often unknown due to the difficulties with SEM analysis to
obtain images with a good resolution (4000x4000 pixels) in less that
15 minutes. So a linearization procedure between the different steps
of the test has to be performed, that can conduct locally but also
macroscopically to a wrong loading path of the microstructure [3].
So, we
present in this paper, an in situ
test performed under optical microscope with digital high resolution
camera, that allows local
intragranular measurement of the displacement and strain fields but
also to obtain the evolution of these fields during the loading path
(typically 1 second for each image). In the following, the effect of
the different ways to apply boundary conditions in the F.E.
calculations are discussed.