A Note on IMPES and Some IMPES-Based Simulation Models
- 1 September 2000
- journal article
- Published by Society of Petroleum Engineers (SPE) in SPE Journal
- Vol. 5 (03) , 245-251
- https://doi.org/10.2118/65092-pa
Abstract
Summary: The generalized IMPES method applies to simulation models involving any number of conservation equations. The IMPES pressure equation is a linear combination of the linearized conservation equations. This article shows the generality, simplicity, uniqueness, and derivational brevity of that equation. The associated IMPES reduction vector leads directly to the value of total compressibility in a multiphase gridblock. That compressibility in turn gives several error checks on black oil pressure/volume/temperature (PVT) data.Three IMPES-type compositional models are compared and found to be very similar, with moderate differences in efficiencies and generality. An example problem serves two comparative purposes related to IMPES model efficiency.Keywords
This publication has 17 references indexed in Scilit:
- Full-Field Compositional Modeling on Vector ProcessorsSPE Reservoir Engineering, 1991
- Relationship of the Volume-Balance Method of Compositional Simulation to the Newton-Raphson MethodSPE Reservoir Engineering, 1990
- Third SPE Comparative Solution Project: Gas Cycling of Retrograde Condensate ReservoirsJournal of Petroleum Technology, 1987
- General Purpose Compositional ModelSociety of Petroleum Engineers Journal, 1985
- A Generalized Compositional Approach for Reservoir SimulationSociety of Petroleum Engineers Journal, 1983
- The isothermal flash problem. Part I. StabilityFluid Phase Equilibria, 1982
- Comparison of Solutions to a Three-Dimensional Black-Oil Reservoir Simulation Problem (includes associated paper 9741 )Journal of Petroleum Technology, 1981
- An Equation of State Compositional ModelSociety of Petroleum Engineers Journal, 1980
- An Iterative Sequence for Phase-Equilibria Calculations Incorporating the Redlich-Kwong Equation of StateSociety of Petroleum Engineers Journal, 1978
- A New Approach to the Two-Dimensional Multiphase Reservoir SimulatorSociety of Petroleum Engineers Journal, 1966