Bedrikovetsky P., Chumak M. (1992). Riemann problem for two-phase four-and more-component displacement (Ideal Mixtures). paper presented at the Third European Conference on the Mathematics of Oil Recovery, Delft, The Netherlands.
Buckley, S. E., Leverett, M. C. 1941Mechanism of fluid displacement in sandsTrans. AIME249107116Google Scholar
Dindoruk B., Johns R.T., Orr F.M. Jr. (1992). Analytical solution for four component gas displacements with volume change on mixing. paper presented at the Third European Conference on the Mathematics of Oil Recovery, Delft, The Netherlands.
Dindoruk, B. 1992Analytical theory of multiphase, multicomponent displacement in porous mediaStanford UniversityStanford, CAGoogle Scholar Dindoruk, B., Orr, F. M.,Jr., Johns, R. T. 1984Theory of multicomponent displacement with nitrogenSoc. Pet. Eng. J2268279Google Scholar Dumoré, J. M., Hagoort, J., Risseeuw, A. S. 1984An analytical model for one-dimensional three-component condensing and vaporizing gas drivesSoc. Pet. Eng. J24169179Google Scholar Entov, V. M. 1997
Nonlinear waves in physicochemical hydrodynamics of enhanced oil recovery. Multicomponent FlowsDmitrievskii, A.Panfilov, M. eds. Porous Media: Physics, Models, Simulation: Procedure of the International Conference, Moscow, RussiaWorld ScientificSingaporeGoogle Scholar
Helfferich, F. G. 1981Theory of multicomponent, multiphase displacement in porous mediaSoc. Pet. Eng. J2715162Google Scholar Jessen, K. 2000Effective algorithms for the study of miscible gas injection processesTechnical University of DenmarkDenmark.Google Scholar
Jessen K., Wang Y., Ermakov P., Zhu J., Orr F.M. Jr. (2001). Fast, approximate solutions for 1D multicomponent gas-injection problems. Soc. Pet. Eng. J. 442–451
Johansen, T., Winther, R. 1988The solution of the Riemann problem for a hyperbolic system of conservation laws modeling polymer floodingSIAM J. Math. Anal.19541566Google Scholar Johansen, T., Winther, R. 1989The Riemann problem for multicomponent polymer floodingSIAM J. Math. Anal.20909929Google Scholar
Johansen, T. and Winther, R.: 1990, Mathematical and numerical analysis of a hyperbolic system modeling solvent flooding, paper presented at the Second European Conference on the Mathematics of Oil Recovery, Arles, France.
Johansen, T. 1992Shocks and simple waves, Recent Advances in Improved Oil Recovery Methods for North Sea Sandstone Reservoirs, Norwegian Petroleum DirectorateStavangerNorwayGoogle Scholar Johansen, T. 1992Riemann problems for hyperbolic systems of conservation laws modeling multicomponent, two-phase flow through porous mediaUniversity of OsloOslo NorwayGoogle Scholar
Johansen T., Dindoruk B., Orr F.M., Jr.: 1994, Global triangular structure in four-component conservation laws, paper presented at the Fourth European Conference on the Mathematics of Oil Recovery, Roros, Norway.
Johns, R. T. 1992Analytical theory of multicomponent gas drives with two-phase mass transferStanford UniversityStanford CAGoogle Scholar Johns, R. T., Dindoruk, B., Orr, F. M.,Jr 1993Analytical theory of combined condensing/vaporizing gas drivesSoc. Pet. Eng. Adv. Technol. Series2716Google Scholar
Johns R.T., Orr F.M. Jr. Miscible gas displacement of multicomponent oils, Soc. Pet. Eng. J. 1(1), 39–50.
Kreyszig, E. 1959Differential GeometryThe University of Toronto PressToronto, CanadaGoogle Scholar
LaForce, T. and Johns, R. T.: 2004, Analytical theory for three-phase partially miscible flow in ternary systems, paper SPE 89438 presented at the 2004 SPE/DOE Fourteenth Symposium on Improved Oil Recovery, Tulsa, OK, USA.
Larson R.G. (1979). The influence of phase behavior on surfactant flooding. Soc. Pet. Eng. J. 411–422.
Lax, P. D. 1957Hyperbolic systems of conservation laws IICommun. Pure Appl. Math.10537566Google Scholar
Monroe W.W., Silva M.K., Larson L.L., Orr F.M. Jr. (1990). Composition paths in four-component systems: effect of dissolved methane on 1D CO2 flooding performance. Soc. Pet. Eng. Reservoir Eng. J. 423–432.
Orr F. M., Jr., Johns, R. T. and Dindoruk, B.: 1993, Development of miscibility in four- component CO2 floods, Soc. Pet. Eng. Reservoir Eng. J. 135–142
Smoller, J. 1983Shock waves and reaction-diffusion equations, Grundlehren der Mathematischen WissenschaftenSpringer-VerlagNew YorkGoogle Scholar Voskov, D. V., Entov, V. M. 2001Problem of oil displacement by gas mixturesFluid Dyn.36269278Google Scholar Wang, Y., Orr, F. M.,Jr. 1997Analytical calculation of minimum miscibility pressureFluid Phase Equilibria139101124Google Scholar Wang, Y. 1998Analytical calculation of minimum miscibility pressureStanford UniversityStanford CAGoogle Scholar Wang, Y., Orr, F.M.,Jr. 2000Calculation of minimum miscibility pressureJ. Pet. Sci. and Eng.27151164Google Scholar
Zick, A. A.: 1986, A combined condensing/vaporizing mechanism in the displacement of oil by enriched gas, paper SPE 15493 presented at the SPE Annual Technical Conference and Exhibition, New Orleans, LA, USA.