Effect of shear localisation on yield surface for porous metals containing ellipsoidal voids

Diffused and localised plasticity in a narrow band between the pre-existing micro-voids are the dominant modes of deformation in a ductile material. In this paper, a yield function is presented for porous metallic materials accounting for these two modes of deformation. The model has been proposed by modifying Madou and Leblond's model taking into account the effect of shear localisation between the inter voids ligaments on evolution of yield surface. The proposed model gives a smooth yield locus and captures the competition between defused plasticity and shear localisation as a function of void shape. The results of proposed model have been extensively validated with numerically evaluated yield locus using the finite element based limit analysis for a wide range of ellipsoidal void geometries. It has been shown that the model accurately predicts the effect of shear localisation on the yield surface.

Automated summary

This paper presents a yield function for porous metallic materials that accounts for diffused and localized plasticity modes, capturing the competition between these modes as a function of void shape. The proposed model has been extensively validated for a wide range of ellipsoidal void geometries, accurately predicting the effect of shear localization on the yield surface.