Multi-feed attainable region construction using the Shrink-Wrap algorithm

Chemical Engineering Science

Volumn 63, Issue 23, 2008, Pages 5571-5592

  Posada, Alberto ^a,b   Manousiouthakis, Vasilios ^a  

^a UNIVERSITY OF CALIFORNIA   (United States)

^b UNIVERSIDAD PONTIFICIA BOLIVARIANA   (Colombia)

Author keywords

Chemical reactors; Design; Mathematical modeling; Multiple feeds; Reactor network; Systems engineering

Indexed keywords

ARGON; BOOLEAN FUNCTIONS; CHEMICAL REACTIONS; CHEMICAL REACTORS; HUMAN COMPUTER INTERACTION; METHANE; NETWORK PROTOCOLS; OFFSHORE OIL WELL PRODUCTION; SENSOR NETWORKS; STATE SPACE METHODS; STEAM ENGINEERING; SYSTEMS ENGINEERING; THREE DIMENSIONAL;

ATTAINABLE REGIONS; EQUILIBRIUM CURVES; INFINITE DIMENSIONAL; ISOBARIC CONDITIONS; MASS FRACTIONS; MATHEMATICAL MODELING; METHANE STEAM REFORMING; MULTIPLE FEEDS; NECESSARY AND SUFFICIENT CONDITIONS; PURE WATERS; REACTION SYSTEMS; REACTOR NETWORK; REACTOR NETWORKS;

REFORMING REACTIONS;

EID: 54449095067     PISSN: 00092509     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ces.2008.07.026     Document Type: Article

References (27)

1. Bapat R.B., and Raghavan T.E.S. Nonnegative Matrices and Applications. Encyclopedia of Mathematics and its Applications vol. 64 (1997), Cambridge University Press, New York
2. Burri, J.F., 2004. Global optimization of reactor and reactive distillation networks. Ph.D. Dissertation. University of California, Los Angeles.
3. Burri J.F., Wilson S.D., and Manousiouthakis V.I. Infinite DimEnsionAl state-space approach to reactor network synthesis: application to attainable region construction. Computers & Chemical Engineering 26 (2002) 849-862
4. Feinberg, M., 1991. Personal communication to D. Hildebrandt as referenced in Kauchali, S., Rooney, W., Biegler, L., Glasser, D., Hildebrandt, D., 2002. Linear programming formulations for attainable region analysis. Chemical Engineering Science 57, 2015-2028.
5. Feinberg M. Optimal reactor design from a geometric viewpoint. Part II. Critical sidestream reactors. Chemical Engineering Science 55 (2000) 2455-2479
6. Fjeld M., Asbjornsen O.A., and Astrom K.J. Reaction invariants and their importance in the analysis of eigenvectors, state observability and controllability of the continuous stirred tank reactor. Chemical Engineering Science 29 (1974) 1917-1926
7. Glasser D., Hildebrandt D., and Crowe C. A geometric approach to steady flow reactors: the attainable region and optimization in concentration space. Industrial & Engineering Chemistry Research 26 (1987) 1803-1810
8. Hildebrandt D., Glasser D., and Crowe C. Geometry of the attainable region generated by reaction and mixing: with and without constraints. Industrial & Engineering Chemistry Research 29 (1990) 49-58
9. Horn, F., 1964. Attainable and non-attainable regions in chemical reaction technique. In: Proceedings of the Third European Symposium on Chemical Reaction Engineering. Pergamon Press, London, pp. 123-138.
10. Kauchali S., Rooney W., Biegler L., Glasser D., and Hildebrandt D. Linear programming formulations for attainable region analysis. Chemical Engineering Science 57 (2002) 2015-2028
11. Kokossis A.C., and Floudas C.A. Optimization of complex reactor networks. Part I. Isothermal operation. Chemical Engineering Science 45 (1990) 595-614
12. Kokossis A.C., and Floudas C.A. Synthesis and optimization of isothermal reactor-separator-recycle systems. Chemical Engineering Science 46 (1991) 1361-1383
13. Kokossis A.C., and Floudas C.A. Optimization of complex reactor networks. Part II. Nonisothermal operation. Chemical Engineering Science 49 (1994) 1037-1051
14. Linke P., and Kokossis A. Attainable reaction and separation processes from a superstructure-based method. A.I.Ch.E. Journal 49 (2003) 1451-1470
15. Luenberger D.G. Optimization by Vector Space Methods (1969), Wiley, New York p. 20
16. Manousiouthakis V.I., Justanieah A.M., and Taylor L.A. The Shrink-Wrap algorithm for the construction of the attainable region: an application of the IDEAS framework. Computers & Chemical Engineering 28 (2004) 1563-1575
17. Marcoulaki E.C., and Kokossis A.C. Scoping and screening complex reaction networks using stochastic optimization. A.I.Ch.E. Journal 45 (1999) 1977-1991
18. Mehta V.L., and Kokossis A.C. Nonisothermal synthesis of homogeneous and multiphase reactor networks. A.I.Ch.E. Journal 46 (2000) 2256-2273
19. Omtveit T., Tankskanen J., and Lien K.M. Graphical targeting procedures for reactor systems. Computers & Chemical Engineering 18 Suppl. (1994) S113-S118
20. Posada A., and Manousiouthakis V. Heat and power integration of methane reforming based hydrogen production. Industrial & Engineering Chemistry Research 44 (2005) 9113-9119
21. Posada A., and Manousiouthakis V. Hydrogen and dry ice production through phase equilibrium separation and methane reforming. Journal of Power Sources 156 (2006) 480-488
22. Rawlings J.B., and Ekerdt J.G. Chemical Reactor Analysis and Design Fundamentals (2002), Nob Hill Publishing, Madison p. 474
23. Rockafellar R.T. Convex Analysis. Princeton Landmarks in Mathematics and Physics (1997), Princeton University Press, Princeton
24. Wilson S., and Manousiouthakis V. IDEAS approach to process network synthesis: application to multicomponent MEN. A.I.Ch.E. Journal 46 (2000) 2408-2416
25. Xu J., and Froment G.F. Methane steam reforming, methanation and water-gas shift: I. Intrinsic kinetics. A.I.Ch.E. Journal 35 (1989) 88-96
26. Zhou W., and Manousiouthakis V.I. Variable density fluid reactor network synthesis-construction of the attainable region through the IDEAS approach. Chemical Engineering Journal 129 (2007) 91-103
27. Zhou W., and Manousiouthakis V.I. On dimensionality of attainable region construction for isothermal reactor networks. Computers & Chemical Engineering 32 (2008) 439-450