2010
DOI: 10.1111/j.1365-2478.2010.00934.x
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Characterization of fractured reservoirs using a consistent stiffness-permeability model: focus on the effects of fracture aperture

Abstract: The successful exploitation of many hydrocarbon reservoirs may depend on proper characterization of fractured or composite porous media. However, due to anisotropy and heterogeneity, the characterization of such kind of reservoirs is a complicated task which needs proper attention and care. There are often strong correlations between the effective permeability and seismic anisotropy of fractured reservoirs. The exploitation of such correlations is extremely important in understanding of the spatial variation o… Show more

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Cited by 11 publications
(8 citation statements)
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References 67 publications
(132 reference statements)
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“…Here, Γ (0) is the background or matrix permeability, I 2 is the (Kronecker‐delta) identity for second‐rank tensors, v(r) is the volume concentration for fractures of type r and gd is a tensor given by the strain Green's function integrated over an ellipsoid determining the symmetry of the correlation function for the spatial distribution of fractures (see Jakobsen ; Shahraini, Ali and Jakobsen ). The τ(r) for a single fracture of type r is given by (Jakobsen ): bold-italicτ(r)=(Γ(r)Γ(0))·[]I2boldg(r)·(bold-italicΓ(r)bold-italicΓ(0))1.…”
Section: Effective Medium Modelling Of Fractured Reservoirsmentioning
confidence: 99%
See 1 more Smart Citation
“…Here, Γ (0) is the background or matrix permeability, I 2 is the (Kronecker‐delta) identity for second‐rank tensors, v(r) is the volume concentration for fractures of type r and gd is a tensor given by the strain Green's function integrated over an ellipsoid determining the symmetry of the correlation function for the spatial distribution of fractures (see Jakobsen ; Shahraini, Ali and Jakobsen ). The τ(r) for a single fracture of type r is given by (Jakobsen ): bold-italicτ(r)=(Γ(r)Γ(0))·[]I2boldg(r)·(bold-italicΓ(r)bold-italicΓ(0))1.…”
Section: Effective Medium Modelling Of Fractured Reservoirsmentioning
confidence: 99%
“…Here, boldg(r) is a second‐rank tensor given by the pressure gradient Green's function integrated over a characteristic spheroid having the same shape as inclusions of type r (see Jakobsen , Shahraini et al . ) and Γ(r) is a second‐rank tensor of permeability coefficients for fractures of type r , which can be estimated using cubic law (Van Golf‐Racht ): Γ(r)=(a(r))212boldI2,where a(r) is the fracture aperture for the fractures of type r . The fracture aperture or opening is represented by the distance between the fracture walls.…”
Section: Effective Medium Modelling Of Fractured Reservoirsmentioning
confidence: 99%
“…Couplings of this type has been suggested, e.g., by Jakobsen et al [8] and Sharani et al [22]. In these applications, fracture parameters are the natural choice of inversion variables, since all the relevant physical properties can be calculated from them.…”
Section: Introductionmentioning
confidence: 99%
“…Although by no means mature, improved approaches to predict anisotropic permeability have been explored through the analysis of frequencydependent seismic amplitude v. angle and azimuth data (Ali & Jakobsen 2013). Constraints on fracture apertures have been sought through joint seismic inversion combined with analysis of production data (Shahraini et al 2011). Further efforts include those that provide links to geomechanics and production data (Kozlov et al 2007), as well as structural analysis and fracture modelling (Liu et al 2007a).…”
Section: Selected Advancesmentioning
confidence: 99%