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Miscible, porous media displacements with density stratification
1Department of Mechanical and Environmental Engineering, University of California-Santa Barbara, Santa Barbara, CA 93106, USA.
Annals of the New York Academy of Sciences
|January 13, 2005
Summary
Gravity override in porous media is simulated using high-accuracy 3D numerical methods. Density differences create gravity layers, enhancing flow in homogeneous media but suppressed in heterogeneous media due to vorticity coupling.
Area of Science:
- * Fluid dynamics and porous media physics.
- * Computational modeling of multiphase flow.
Background:
- * Miscible displacements in porous media are crucial for enhanced oil recovery and carbon sequestration.
- * Understanding the interplay of viscous and gravitational forces is key to optimizing these processes.
Purpose of the Study:
- * To investigate the impact of gravity override on miscible displacements in homogeneous and heterogeneous porous media using 3D numerical simulations.
- * To analyze the influence of viscous and gravitational effects on displacement dynamics via the vorticity variable.
Main Methods:
- * High-accuracy, three-dimensional numerical simulations were employed.
- * The quarter five-spot configuration was used to model fluid flow.
- * Vorticity variables were utilized to describe viscous and gravitational influences.
Main Results:
- * Density differences establish a gravity layer, enhancing the effective Peclet number in homogeneous media.
- * In heterogeneous media, viscous and permeability vorticity field coupling suppresses the gravity layer effect.
- * Reduced coupling (viscous wavelength >> permeability wavelength) enhances gravity override effectiveness.
- * Significant buoyancy forces can cause gravity layer pinch-off, decelerating displacement.
Conclusions:
- * Gravity override is significantly influenced by porous medium heterogeneity and vorticity field coupling.
- * The findings provide insights into optimizing fluid displacement strategies in complex geological formations.
- * Understanding these dynamics is critical for predicting and controlling subsurface fluid flow behavior.