A New Multipoint Flux Approximation for Reservoir Simulation

Implementation and Application of a Hybrid Multipoint Flux Approximation for Reservoir Simulation on Corner-Point Grids

10.2118/95928-ms ◽

2005 ◽

Cited By ~ 5

Author(s):

Ruben Juanes ◽

Jihoon Kim ◽

Sebastien Francois Matringe ◽

Kent Thomas

Keyword(s):

Reservoir Simulation ◽

Corner Point ◽

Flux Approximation

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Dynamic effects of fault modeling on stair-step and corner-point grids

Journal of Petroleum Exploration and Production Technology ◽

10.1007/s13202-020-01082-1 ◽

2021 ◽

Vol 11 (3) ◽

pp. 1323-1338

Author(s):

Faruk O. Alpak ◽

Tianhong Chen

Keyword(s):

Reservoir Simulation ◽

Corner Point ◽

Flow Simulation ◽

Fault Modeling ◽

Added Value ◽

Dynamic Effects ◽

Flux Approximation ◽

Grid Convergence ◽

Simulation Results ◽

Similar Accuracy

AbstractFault modeling has become an integral element of reservoir simulation for structurally complex reservoirs. Modeling of faults in general has major implications for the simulation grid. In turn, the grid quality control is very important in order to attain accurate simulation results. We investigate the dynamic effects of using stair-step grid (SSG) and corner-point grid (CPG) approaches for fault modeling from the perspective of dynamic reservoir performance forecasting. We have performed a number of grid convergence and grid-type sensitivity studies for a variety of simple, yet intuitive faulted flow simulation problems with gradually increasing complexity. We have also explored the added value of the multipoint flux approximation (MPFA) method over the conventional two-point flux approximation (TPFA) to increase the accuracy of reservoir simulation results obtained on CPGs. Effects of fault seal modeling on grid-resolution convergence and grid-type sensitivity have also been briefly examined. For simple geometries, both SSG and CPG can be used for fault modeling with similar accuracy in conjunction with the pillar-grid approach. This is evidenced by the fact that simulation results from SSG and CPG converge to identical solutions. SSG and CPG yield different results for more complex geometries. Simulation results approach to a converged solution for relatively fine SSGs. However, a SSG only provides an approximation to the fault geometry and reservoir volumes when the grid is coarse. On the other hand, non-orthogonality errors are increasingly evident in relatively more complex faulted models on CPGs and such errors cannot be addressed by grid refinement. It has been observed that MPFA partially addresses the discretization errors on non-orthogonal grids but only from the total flux accuracy perspective. However, transport related errors are still evident. Grid convergence behaviors and grid effects are quite similar with or without fault seal modeling (i.e., dedicated fault-zone modeling by use of scaled-up seal factors) for simple geometries. However, in more complex test cases, we have observed that it is more difficult to achieve converged results in conjunction with fault seal modeling due to increased heterogeneity of the underlying problem.

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