Capillary spontaneous
imbibition mainly occurs in fractured reservoirs,
low permeability reservoirs, and unconventional reservoirs, simultaneously
accompanied by high temperature and pressure. In this paper, we present
computations of spontaneous imbibition based on the classical fractional
flow theory and proposed temperature- and pressure-dependent IFT relationships.
Our work emphasizes that there are some discrepancies if we evaluate
the spontaneous imbibition characteristics under geological conditions
based on the traditional air/water/rock system experiments in an atmospheric
environment. In detail, both the increasing temperature and pressure
can decrease the IFT (capillary driving force), and the pressure effect
is more significant. The increasing temperature will facilitate the
water intake, as the results of competition between the positive role
of enhanced wetting fluidity and negative role of reduced IFT, while
the increasing pressure will slow down the water propagation due to
the cooperation of reduced capillary driving force and increased nonwetting
flow resistance. The nonwetting (gas) phase type will also influence
the imbibition process, and the distinction between the methane/water/rock
system and air/water/rock system is controlled by the nonwetting phase
viscosity difference at low pressure and by the IFT difference at
relatively high pressure. Furthermore, for the given porous media
and fluid properties, faster water saturation profile propagation
for the initial water saturation range (0 < Si
< 0.8) and slower movement for the initial water saturation
range (0.8 < Si
< 1) are observed
under the reservoir conditions (P = 25 MPa and T = 358 K). The former stage is essentially controlled by
the enhancing water fluidity and decreasing capillary pressure, while
the latter stage will be significantly affected by the increasing
viscosity of the gas phase. Overall, a correction is needed to obtain
the imbibition characteristics under geological conditions based on
the traditional laboratory experiment for the air/water/rock system
in an atmosphere environment.