Simulation of porous networks, with characteristics similar to those of rea
l media, is essential for the study of capillary processes that take place
within these substrata. The dual site-bond model (DSBM) provides a theoreti
cal basis from which it is possible to adequately describe and simulate por
ous networks of diverse structural properties. Following the DSBM principle
s, heterogeneous 3-D cubic porous networks have been built by a Monte Carlo
method. The desired topological properties of these substrata have been in
troduced by considering: (i) different sizes of the Void entities (sites or
cavities and bonds or throats); (ii) different connectivities (C) of the p
ore elements with their neighbours, i.e. the number of throats (bonds) that
surround and connect a. pore cavity (site) with its homologous entities is
not constant throughout the network; (iii) geometrical restrictions, in th
e sense that the sizes of the bonds that meet into a site must be of such v
alues as to avoid any mutual interference. The overlapping (Omega) between
the site and bond distribution functions, the connectivity (C) and the geom
etrical restrictions (G), are the three fundamental factors that promote se
gregation effects in the substrate. For regular networks (i.e. those of con
stant C) subjected to G and high Omega, it is found that big sites: (i) pre
fer big bonds as neighbours, and (ii) are less affected by geometrical rest
rictions than small ones. In turn, for irregular networks of varying C subj
ected to G and large Omega it is found that: (i) the smallest sites are lin
ked to the biggest possible bonds thus acquiring a low connectivity, and (i
i) the biggest sites adopt the maximum possible connectivity and allocate s
mall and medium size bonds rather than large ones. All these particularitie
s strongly influence the topology of a porous network and hence the reparti
tion of fluids inside the pores during a capillary process. (C) 2001 Elsevi
er Science B.V. All rights reserved.