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Original Articles

Isochoric Phase Stability Testing for Hydrocarbon Mixtures

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Pages 2177-2191 | Received 05 Jul 2008, Accepted 18 Sep 2008, Published online: 19 Oct 2009

REFERENCES

  • Baker , L. E. , Pierce , A. C. and Luks , K. D. 1982 . Gibbs energy analysis of phase equilibria . Soc. Pet. Eng. J. , 22 : 731 – 742 .
  • Benjelloun-Dabaghi , Z. , de Hemptinne , J.-C. , Jarrin , J. , Leroy , J.-M. , Aubry , J.-C. Saas , J.-N. 2002 . MOLDI™: A fluid permeation model to calculate the annulus composition in flexible pipes . Oil & Gas Science and Technology-Rev. IFP , 57 : 177 – 192 .
  • Byrd , R. H. , Lu , P. , Nocedal , J. and Zhu , C. 1995 . A limited memory algorithm for bound constrained optimization . SIAM J. Sci. Comput. , 16 : 1190 – 1208 .
  • Esposito , R. O. , Castier , M. and Tavares , F. W. 2000 . Calculation of thermodynamic equilibrium in systems subject to gravitational fields . Chem. Eng. Sci. , 55 : 3495 – 3504 .
  • Fischer , K. and Wilken , M. 2001 . Experimental determination of oxygen and nitrogen solubility in organic solvents up to 10 MPa at temperatures between 298 K and 398 K . J. Chem. Thermodynamics , 33 : 1285 – 1308 .
  • Fontalba , F. , Richon , D. and Renon , H. 1994 . Simultaneous determination of vapor-liquid equilibria and saturated densities up to 45 MPa and 433 K . Rev. Sci. Instrum. , 55 : 944 – 951 .
  • Gomez , S. and Levy , A. V. 1982 . The tunneling method for solving the constrained global optimization problem with several non-connected feasible regions . Lecture Notes in Mathematics , 909 : 34 – 47 .
  • Halldorsson , S. and Stenby , E. H. 2000 . Isothermal gravitational segregation: Algorithms and specifications . Fluid Phase Equilib. , 175 : 175 – 183 .
  • Hendriks , E. M. 1988 . Reduction theorem for phase equilibrium problems . Ind. Eng. Chem. Res. , 27 : 1728 – 1732 .
  • Levy , A. V. and Gomez , S. 1985 . “ The tunneling method applied to global optimization ” . In Numerical Optimization Edited by: Boggs , P. T. , Byrd , R. H. and Schnabel , R. B. 213 – 244 . SIAM .
  • Levy , A. V. and Montalvo , A. 1985 . The tunneling method for global optimization . SIAM J. Sci. Stat. Comput. , 6 : 15 – 29 .
  • Michelsen , M. L. 1982 . The isothermal flash problem. Part I. Stability . Fluid Phase Equilib. , 9 : 1 – 19 .
  • Michelsen , M. L. 1999 . State function based flash specifications . Fluid Phase Equilib. , 158–160 : 617 – 626 .
  • Michelsen , M. L. and Heidemann , R. A. 1988 . Calculation of tri-critical points . Fluid Phase Equilib. , 39 : 53 – 74 .
  • Nagarayan , N. R. , Cullik , A. S. and Griewank , A. 1991 . New strategy for phase equilibrium and critical point calculations by thermodynamic energy analysis. Part I. Stability analysis and flash . Fluid Phase Equilib. , 62 : 191 – 210 .
  • Nichita , D. V. 2005 . Calculation of critical points using a reduction method . Fluid Phase Equilib. , 228–229 : 223 – 231 .
  • Nichita , D. V. 2006a . A new method for critical points calculation from cubic EOS . AIChE J. , 52 : 1220 – 1227 .
  • Nichita , D. V. 2006b . A reduction method for phase equilibrium calculation with cubic equations of state . Braz. J. Chem. Eng. , 23 : 427 – 434 .
  • Nichita , D. V. 2008 . Phase envelope construction for mixtures with many components . Energy Fuels , 22 : 488 – 495 .
  • Nichita , D. V. , Broseta , D. , de Hemptinne , J.-C. and Lachet , V. 2007a . Efficient phase equilibrium calculation for compositional simulation: The direct reduced flash . Pet. Sci. Technol. , 25 : 315 – 342 .
  • Nichita , D. V. , Broseta , D. and Montel , F. 2007b . Calculation of convergence pressure/temperature and stability test limit loci of mixtures with cubic equations of state . Fluid Phase Equilib. , 261 : 176 – 184 .
  • Nichita , D. V. , Duran-Valencia , C. and Gomez , S. 2006 . Volume-based thermodynamics global phase stability analysis . Chem. Eng. Commun. , 193 : 1194 – 1216 .
  • Nichita , D. V. , Garcia-Sanchez , F. and Gomez , S. 2008 . Phase stability analysis using the PC-SAFT equation of state and the tunneling global optimization method . Chem. Eng. J. , 140 : 509 – 520 .
  • Nichita , D. V. and Gomez , S. 2009a . Efficient location of multiple global minima for the phase stability problem . Chem. Eng. J. , 152 : 251 – 263 .
  • Nichita , D. V. and Gomez , S. 2009b . Efficient and reliable calculation of mixtures critical points by global optimization. Submitted to . Fluid Phase Equilibra. ,
  • Nichita , D. V. , Gomez , S. and Luna , E. 2002a . Phase stability analysis with cubic equations of state using a global optimization method . Fluid Phase Equilib. , 194–197 : 411 – 437 .
  • Nichita , D. V. , Gomez , S. and Luna , E. 2002b . Multiphase equilibria calculations by direct minimization of Gibbs free energy with a global optimization method . Comput. Chem. Eng. , 26 : 1703 – 1724 .
  • Nichita , D. V. , Gomez , S. and Luna , E. 2004 . Multiphase equilibria calculations by direct minimization of Gibbs free energy using the tunneling global optimization method . J. Can. Pet. Technol. , 43 : 13 – 16 .
  • Nichita , D. V. and Minescu , F. 2004 . Efficient phase equilibrium calculation in a reduced flash context . Can. J. Chem. Eng. , 82 : 1225 – 1238 .
  • Peng , D. Y. and Robinson , D. B. 1976 . A new two-constant equation of state . Ind. Eng. Chem. Fundam. , 15 : 59 – 64 .
  • Peng , D. Y. and Robinson , D. B. 1977 . A rigorous method for predicting the critical properties of multicomponent systems from an equation of state . AIChE J. , 23 : 137 – 144 .
  • Roedder , E. and Bodnar , R. J. 1980 . Geologic pressure determinations from fluid inclusions studies . Annu. Rev. Earth Planet. Sci. , 8 : 263 – 301 .
  • Rowlinson , J. S. , Esper , G. J. , Holste , J. C. , Hall , K. R. , Barrufet , M. A. and Eubank , P. T. 1986 . “ The collinearity of isochores at single- and two-phase boundaries for fluid mixtures ” . In Equation of State: Theories and Applications , ACS Symposium Series 300 Edited by: Chao , K. and Robinson , R. 42 – 59 .
  • Soave , G. 1972 . Equilibrium constants from a modified Redlich-Kwong equation of state . Chem. Eng. Sci. , 27 : 1197 – 1203 .
  • Souza , A. T. , Cardozo-Filho , L. , Wolff , F. and Guirardello , R. 2006 . Application of interval analysis for Gibbs and Helmholtz free energy global minimization in phase stability analysis . Braz. J. Chem. Eng. , 23 : 117 – 124 .
  • Wilson , G. 1969 . A modified Redlich-Kwong equation of state, application to general physical data calculations. Paper presented at the AIChE 65th National Meeting, Cleveland, Ohio, May 4–7. Yarborough, L. (1972). Vapor-liquid equilibrium data for multicomponent mixtures containing hydrocarbon and non-hydrocarbon components . J. Chem. Eng. Data , 17 : 129 – 133 .

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