Computational homogenization of cellular materials capturing micro-buckling, macro-localization and size effects

Functions depending on the space ( x and y ) where dis- cretized by employing 101 nodes, whereas functions of time were integrated using also a coarse description involving 101

Sab, Homogenization of thick periodic plates: application of the Bending-Gradient plate theory to folded core sandwich panel, submitted (2011).

Keywords: Asymptotic numerical method, Nonlinear homogenization, Multiscale finite element method, Long fiber composite, Microbuckling, Loss of ellipticity.. ∗ Correspondence to

In the multiscale finite-element solution scheme, we utilize cohesive interface elements to represent the material layer at the macro level and a micromorphic finite-element

● Integration and handover  between  MySlice  and  experiment  control  tools  such  as  NEPI  and  OMF  will be developed   Table 5: MySlice enhancement in 1

Nevertheless, they consider only the constraints with closed intervals and do not deal with general timed languages (i.e. B¨ uchi timed languages). [9] also considers

En conclusion, le lien que l’indice de la santé ressentie établit avec le score de stress ainsi que sa variabilité en fonction du niveau d’études et du score EPICES font de

The ACCMIP simulations (Table 1) consist of time slice ex- periments (for specific periods spanning 1850 to 2100 with a minimum increment of 10 yr) with chemistry diagnostics,