Conceptual modeling of a Fractured Reservoir: Where are we heading towards?
1. Is it possible to secure the actual three-dimensional (and NOT the two-dimensional areal features - in the absence of ‘hydraulic-connectivity with the ensured connected paths of least resistance’) data on fracture attributes such as fracture-density, fracture-length, fracture-width, fracture-spacing and fracture-dip from a real field scenario?
2. If it is feasible, what would be the ‘scale’ at which, these details (fracture attributes) could be expected?
3. If the associated scale of the deduced fracture attributes remains much greater than macroscopic-scale, then, will it be feasible for us to deduce a reasonable REV (associated with the fractured rock reservoir) in order to consider the associated parameters/variables that will probably vary smooth and continuous so that the conventional calculus could be applied with ease? For such conceptual models, whether, stochastics (or the fractals) is ‘the only means’ to characterize the reservoir heterogeneity?
4. In fractured reservoirs, to what extent, the conventional hydro-static pressure and gravity would decide the resultant draining of oil – at the relatively later stage of the production cycle? Also, during the early-phase, whether the expansive force of the gas associated with the oil – will any more remain - the principle source of propulsive energy? Even, if it is so, do we really have a control over the expansion of gas – within the high permeable fracture - which will mitigate the velocity of oil; and in turn, which will try to suppress the frictional resistance? [Assuming that the velocity of oil within the high-permeable fracture cannot be so slow; and subsequently, the relatively higher oil velocity may not allow the gas to flow more rapid – unlike, as observed in conventional sandstone reservoirs.]