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| http://ior.rml.co.uk | Published by the DTI Oil & Gas Directorate for the reservoir
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3D Digital Solid Models of Petroleum Reservoir Outcrop Analogues |
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![]() Jamie Pringle ![]() Andy Gardiner
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Jamie Pringle (Jamie.Pringle@pet.hw.ac.uk) and Andy Gardiner (Andy.Gardiner@pet.hw.ac.uk) of the Institute of Petroleum Engineering, at Heriot-Watt University outline their current outcrop analogue research Over the past 10 years, the Genetic Units Project, within the (newly re-named) Institute of Petroleum Engineering has concentrated on providing quantitative data from petroleum reservoir outcrop analogues. These data are used to produce static and dynamic models of the reservoir and, by the use of multiple scenarios and realisations, to quantify the degree of uncertainty. On a sub-seismic scale, models require well-distributed, high-resolution, quantitative 3D data on the geometry, spatial distribution and petrophysical properties of the genetic sedimentary units within the reservoir. Although core and log data are detailed, wells may be too sparsely distributed for accurate interpolation through inter-well volumes. In a typical reservoir model, the missing information is simulated stochastically. Current stochastic models rely on geostatistics obtained from 1D sedimentary logs or 2D outcrop analogues. However, there are drawbacks to using 1D and 2D information to build a 3D reservoir model. Statistical measures may be skewed by outcrop shape and orientation. Parameters such as channel sinuosity and connectivity often remain undefined, although they may be of critical importance to sweep efficiency. Our avenue of recent research, undertaken under the Genetic Units and Geotipe Projects, has therefore, concentrated on creating detailed 3D Digital Solid Models (DSMs) of petroleum reservoir outcrop analogues (see Pringle et al., 2003a). DSMs are built from both surface and subsurface image products (see Pringle et al., 2001). First a 3D surface Digital Terrain Model (DTM) is built from either conventional survey information or the digital photogrammetric products of aerial and terrestrial stereo-photography (Figure 1).
Next, outcrop or aerial photographs, if available, are added to create a Digital Outcrop Model (DOM). Finally, 3D Ground Penetrating Radar (GPR) dataset is added to build a Digital Solid Model (DSM) (Figure 2). The GPR image volume is acquired behind the outcrop and scaled from time to depth by GPR velocity profiles of the cliff face (Pringle et al., 2003b).
3D geometries are extracted from DSMs, and can then be used to build a suite of reservoir models (Figure 3). These models can be increasingly detailed, incorporating varying amounts of 1D (sedimentary logs converted to pseudo-well logs), 2D (surveyed horizons on cliff faces) and 3D (GPR) information. Analysis of these models will assess the reservoir connectivity and continuity variations that are a direct result of the input information.
Current research is completing the workflow, by subjecting the reservoir models to repeated fluid flow simulations, with varying well locations to test the impact of well position on potential reservoir connectivity on each reservoir model. Simulation results can then be used to evaluate the contribution of current outcrop analogue geostatistics in determining field scale predictions. DSMs have the added bonus of providing digital data
for virtual fieldtrips. For example, in allied research, a digital model of
Peak Cavern, in Derbyshire, References Pringle, J.K., Clark, J.D., Westerman, A.R., Stanbrook, D.A., Gardiner, A.R. & Morgan, B.E.F. 2001. Virtual Outcrops: 3D reservoir analogues. In: Ailleres, L. & Rawling, T. 2001. Animations in Geology. Journal of the Virtual Explorer, 3. http://virtualexplorer.earth.monash.edu.au/VEjournal/2001/Volume4/pringle.html Pringle, J.K., Clark, J.D., Westerman, A.R. and Gardiner, A.R. (2003a). Using GPR to image 3D turbidite channel architecture in the Carboniferous Ross Formation, County Clare, Western Ireland. In: Bristow, C.S. and Jol, H. (eds.), GPR in Sediments, Geological Society Special Publication, 211, 309-320. |
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