“…They extended the original Thomason's criterion for internal necking by heuristically incorporating the softening of the matrix material induced by the presence of the secondary voids. Recently, Zybell et al [49] used 3D unit cells with either a cubic primitive or a body-centered cubic distribution of primary voids, while taking the effect of secondary voids by modeling the base material of the unit cells with a nonlocal Gurson model in both cases. The main finding of their study is that, for a constant volume fraction of the secondary voids, the load carrying capacity of the material increases with increasing secondary void size.…”