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Matrix block size.
Matrix block size of 1 m was used for all models with 5 divisions vertically.
The matrix block size (fracture spacing) to compute the shape factor is primarily obtained from borehole images.
Monte Carlo statistical simulation was used to obtain a 3D distribution of fracture spacing density and, consequently, matrix block size.
Modelling suggests that matrix block size is the primary controlling parameter for solute transport in the aquifer, particularly for recovery.
Different matrix block size distributions are embedded into a transient model to consider the effects of heterogeneity in fractured formations.
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The model gave equivalent hydraulic apertures for fractures in the range 363 384 μm, dispersivities of 1 to 5 m and matrix block sizes of 6 to 9 cm.
This paper presents a new model for pressure transient and derivative analysis for multi-porosity reservoirs that have a distribution of matrix block sizes.
The heterogeneous nature of fractured formations is included with the integration of various distributions of rock matrix block sizes into the transport model.
To generate a dual-porosity/dual-permeability model, it is necessary to define average properties for each grid cell, such as porosity, permeability, matrix-fracture interaction parameters (typical fracture spacing, matrix-block size or shape factor), etc. (Dershowitz et al. 2000).
The size of Σ, R and C is MNL × MNL, i.e. the product of the number of TX-RX pairs (MN) times the number of integrated pulses, L. Each space-time covariance matrix can be viewed as a block-matrix, whose block size is L × L and total number of blocks is (MN 2.
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