Ductile matrix failure in a metal reinforced by short parallel fibres is st
udied numerically in terms of full three-dimensional cell model analyses. T
he model is extended here, relative to the simplest possible cell, such tha
t transversely staggered fibres are accounted for and such that effects of
different sizes of two neighbouring fibres can be studied. The matrix mater
ial is described in terms of a porous ductile material model, which account
s for the nucleation and growth of voids to coalescence. Most predictions a
re based on an isotropic hardening model, but results for kinematic hardeni
ng are used to study the effect of a metal that forms a rounded vertex on t
he yield surface. The damage evolution tends to first show the formation of
an open crack near the ends of the longer fibres, by void coalescence in t
he matrix, and subsequently a similar crack evolves near the ends of the sh
orter fibres.