This contribution is devoted to the implementation of a homogenization meth
od for deriving the strength or failure properties of a fluid-saturated por
ous medium, from those exhibited by its individual constituents at the micr
oscopic level. Within this context, a specific attention is paid to the pos
sibility of adopting an effective stress formulation. While the case of a p
urely cohesive solid matrix provides the first illustrative example where t
he 'effective stress principle' as originally stated by Terzaghi is fully a
pplicable, the analysis is then particularly focused on porous sandstones,
modelled as periodic packings of cemented rigid grains. A closed-form analy
tical expression is thus obtained for the strength criterion of such rock m
aterials, which proves to be a function of a generalized effective stress f
ormed as a linear combination of the total stress and the pore pressure, as
in the case of poroelasticity. It is shown in particular that the key micr
ostructural parameter involved in this formulation is the ratio between the
intergranular contact area and the grain cross-section area. A possible ex
tension of the homogenization procedure in order to account for a still mor
e realistic description of the sandstone microstructure is finally outlined
.