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By Dominique Bernard (ICMCB - CNRS)
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Building a Pore Network Model from a
Pore Space 3D Image to Precisely Predict
Permeability
D. BERNARD, N. COMBARET, E. PLOUGONVEN, J. LESSEURInstitut de Chimie de la Matière Condensée de Bordeaux,
ICMCB-CNRS, Univ. Bordeaux, PESSAC
Availability of large high-resolution 3D images
Direct computation of the permeability
At the local scale
From STOKES to DARCY Closure problem
Ae
Numerical code
Pressure Vx Vy Vz
Direct computation of the permeability
Pores network model
Pores network model
Pores network model
Represent
TOPOLOGY Skeleton Noise effects
GEOMETRY Local resistance
Skeletonisation
Pore space partitioning
PNM construction
Example
Local resistances computation
Example
Conclusions
Skeletonisation
Binary image
Homotopic thining
Skeletonization
Skeletonisation
Skeletonization
Skeletonisation
Filtering : morphological closing, majority filter, median filter, …Problems:
New solution: directly identify pixels causing artefacts in the skeleton
Modifies too many irrelevant pixels Does not remove all artefacts
0D, 1D, 2D
Skeletonisation
EP & DB, AWR, 34 (2011) 731–736
Skeletonisation
Pore space partitioning
Pore space partitioning
Pores identification
Pores construction
Pore space partitioning
Skeletonisation
Pore space partitioning
PNM construction
PNM construction
PNM construction
PNM construction
Skeletonisation
Pore space partitioning
PNM construction
Example
Example
Example
Example
Example
Example
Example
Skeletonisation
Pore space partitioning
PNM construction
Example
Local resistances computation
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ijij CC
dCcvdCcp 0. ijijij QHpHp
Local resistances computation
j
Local resistances computation
Local resistances computation
0,636
0,722
Skeletonisation
Pore space partitioning
PNM construction
Example
Local resistances computation
Example
500 x 500 x 500voxels of 5m
Example
PNM construction
Example
PNM construction
Example
PNM construction
Example
Local resistances computation
Example
500 x 500 x 500voxels of 5m
Example
DNM: 92.62 m2
PNM: 88.26 m2
Skeletonisation
Pore space partitioning
PNM construction
Example
Local resistances computation
Example
Conclusions
Conclusions
PNM based only on 3D geometryPNM based only on 3D geometry
Good comparison with DNM
PNM based only on 3D geometry
Good comparison with DNM
Different examples are presently treated
PNM based only on 3D geometry
Good comparison with DNM
Different examples are presently treated
Comparison with experimental data
PNM based only on 3D geometry
Good comparison with DNM
Different examples are presently treated
Comparison with experimental data
Local resistances computation to be simplified
Full permeability tensor is considered