Miscible - Globe Thesis

Keyword [Miscible] Result: 1 - 20 \| Page: 1 of 2
1.	Gas Tracer Interpretation Theory And Application Technology In Miscible Hydrocarbon-Gas Flooding
2.	Mechanism Study Of Water Alternating Gas (WAG) Flooding Of High Permeability Reservoirs In High Water-cut Stage-Taking The Example Of Pucheng ES2_U Reservoir
3.	Symmetric Finite Volume Element Methods For Flow Problems In Porous Media
4.	Numerical Methods For Miscible And Immiscible Displacement In Deformed And Porous Reservoir
5.	Efficient Discontinuous Galerkin Methods For Miscible Displacement Problems
6.	Pore-scale Modelling Of Oil-Gas-Water Three-phase Flow In Porous Media
7.	Lattice Boltzmann Study Of Multicomponent Flow And Heterogeneous Reactive Transport In Porous Media
8.	A Combined Mixed Finite Element And Discontinuous Galerkin Method For Compressible Miscible Displacement Problem
9.	Superconvergence Of Imcompressible Miscible Displacement Approximated By Mixed Finite Element Methods Combined With A Characteristics Method
10.	A Stabilized Discontinuous Galerkin Method For The Incompressible Miscible Displacement Problem
11.	The MMOCAA Method For Compressible Miscible Displacement In Porous Media
12.	Expanded Mixed Method For Slightly Compressible Miscible Displacement In Heterogeneous Porous Media
13.	Operator Splitting Discontinuous Galerkin Method Of Miscible Displacement In Porous Media
14.	Combining Mixed Finite Element Method And Finite Volume Element Method For Miscible Displacement In Porous Media
15.	A Discontinuous Finite Volume Element Method For Miscible Displacement Problems In Porous Media
16.	Characteristics Finite Element Methods For Convection-Diffusion Problems
17.	A Type Of Domain Decomposition Methods For Oil-Water Two Phases Miscible Displacement
18.	A Mass-Conservative MMOC-MFEM Scheme For Two-Component Incompressible Miscible Displacement In Porous Media
19.	Numerical Method And Theory Of Mass Conservative Characteristics Scheme For Fluid Flow In Porous Media
20.	Two-grid Method For Incompressible Miscible Displacement Problem By Mixed Finite Element Methods And Standard Finite Element Methods
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