| Article ID | Journal | Published Year | Pages | File Type |
|---|---|---|---|---|
| 1561680 | Computational Materials Science | 2012 | 6 Pages |
This paper presents a combined finite-element and analysis of variance study of polymeric materials containing spherical and ellipsoidal voids. The approach adopted simulates an infinite medium of the material containing an array of voids, using three dimensional finite element analysis. A D-optimal design procedure is used to combine five normalized variables: the stress triaxiality, the ellipsoid ratio, the initial void volume fraction, the void arrangement (number of voids), and the loading angle. A ductile epoxy resin is chosen as reference material and the failure criterion considered is the plasticization of the ligament between two adjacent cells. Results are provided for the normalized equivalent stress and strain at failure, and for the void growth rate. The influence of the variables on the outputs is estimated showing that the response is influenced mainly by stress triaxiality, void volume fraction and void arrangement, in that order.
► We modeled a 3D representative volume element of a tough adhesive with ellipsoidal voids. ► We performed a D-optimal design of experiment campaign considering five variables. ► We estimated the influence of the variables on void growth, global stress and global strain. ► Stress triaxiality and initial volume fraction are the most important variables. ► No effect of the void shape is found, thus the assumption of modeling voids as spheres is justified.
