An approximate model with physically interpretable parameters for representing miscible viscous fingering
An approximate viscous fingering model is derived with physically related parameters. Plausible assumptions are made about some limits on finger fluid mixing and the use of a fingering function is suggested. It is shown that for the horizontal linear problem, a hyperbolic partial differential equation governs the solvent fractional flow behavior. Satisfactory agreement with classical miscible displacement experiments is demonstrated for a reasonable choice of parameters. When gravity is introduced into the equations, the same model gives adequate agreement with the rate dependency observed in a vertical displacement experiment. Recommendations are made concerning extension of the model for use in three-dimensional compositional simulations.
- Research Organization:
- Sohio Petroleum Co.
- OSTI ID:
- 6073109
- Report Number(s):
- CONF-8409104-
- Journal Information:
- Soc. Pet. Eng. AIME, Pap.; (United States), Vol. SPE13166; Conference: 59. annual Society of Petroleum Engineers of AIME technical conference, Houston, TX, USA, 16 Sep 1984
- Country of Publication:
- United States
- Language:
- English
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A new method to simulate the effects of viscous fingering on miscible displacement processes in porous media
A new method to simulate the effects of viscous fingering on miscible displacement processes in porous media
Related Subjects
03 NATURAL GAS
DISPLACEMENT FLUIDS
FLOW MODELS
NATURAL GAS WELLS
MISCIBLE-PHASE DISPLACEMENT
OIL WELLS
DIFFERENTIAL EQUATIONS
ENHANCED RECOVERY
FLUID FLOW
FLUID MECHANICS
GRAVITATION
THREE-DIMENSIONAL CALCULATIONS
VISCOSITY
EQUATIONS
FLUID INJECTION
FLUIDS
MATHEMATICAL MODELS
MECHANICS
RECOVERY
WELLS
020300* - Petroleum- Drilling & Production
030900 - Natural Gas- Artificial Stimulation
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