Integrating product and process design with optimal control: A case study of solvent recycling

Chemical Engineering Science

Volumn 61, Issue 6, 2006, Pages 2001-2009

  Ulas, Saadet ^a,b   Diwekar, Urmila M ^a,b  

^a Vishwamitra Research Institute Illinois   (United States)

^b University of Illinois at Chicago   (United States)

Author keywords

Batch distillation; Ito process; Middle vessel; Optimal control

Indexed keywords

ACETONITRILE; DISTILLATION; NONLINEAR PROGRAMMING; SYNTHESIS (CHEMICAL); THERMODYNAMICS;

BATCH DISTILLATION; ITO PROCESS; MIDDLE VESSEL;

SOLVENTS;

ACETONITRILE; DISTILLATION; NONLINEAR PROGRAMMING; SOLVENTS; SYNTHESIS (CHEMICAL); THERMODYNAMICS;

EID: 31344476156     PISSN: 00092509     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ces.2005.10.033     Document Type: Article

References (18)

1. Anderson, N.J., Doherty, M.F., 1984. An approximate model for binary azeotropic distillation design. Chemical Engineering Science 39/1 (11-13).
2. U.M. Diwekar An efficient design method for binary, azeotropic, batch distillation columns A.I.Ch.E. Journal 37 10 1991 1571 1577
3. U.M. Diwekar Unified approach to solving optimal design-control problems in batch distillation A.I.Ch.E. Journal 38 10 1992 1551 1563
4. U.M. Diwear Batch Distillation: Simulation Optimal Design and Control 1995 Taylor and Francis Washington, DC
5. U.M. Diwekar Understanding batch distillation process principles with MultiBatchDS Computer Applications in Chemical Engineering Education 4 1996 275
6. E.R. Gilliand Multicomponent rectification. Estimation of the number of theoretical plates as a function of reflux Industrial Engineering Chemistry 32 9 1940 1220 1223
7. J. Gmehling, and U. Onken Vapor-Liquid Equilibrium Data Collection 1977 Dechema Flushing, N.Y Frankfurt/Main
8. H. Hansen, P. Rasmussen, A. Fredenslund, M. Schiller, and J. Gmehling Vapor-liquid equilibria by UNIFAC group contribution: 5. Revision and extension Industrial and Engineering Chemistry Research 30 1991 2352 2355
9. K. Ito On stochastic differential equations Memoirs of American Mathematical Society 4 1 1951
10. J.R. Kalagnanam, and U.M. Diwekar An efficient sampling technique for offline quality control Technometrics 39 3 1997 308 319
11. K.-J. Kim, and U.M. Diwekar Comparing batch column configurations: parametric study involving multiple objectives A.I.Ch.E. Journal 46 12 2000 2475 2488
12. K.-J. Kim, and U.M. Diwekar Efficient combinatorial optimization under uncertainty. 2. Application to stochastic solvent selection Industrial Engineering Chemical Research 41 5 2002 1285 1296
13. K.-J. Kim, and U.M. Diwekar Hammersley stochastic annealing: efficiency improvement for combinatorial optimization under uncertainty IIE Transactions 34 2002 761 777
14. K.-J. Kim, U.M. Diwekar, and K. Tomazi Entrainer selection and solvent recycling in complex batch distillation Chemical Engineering Communications 191 12 2004 1606 1633
15. S.P. Lotter, and U.M. Diwekar Shortcut models and feasibility considerations for emerging batch distillation columns Industrial Engineering Chemical Research 36 3 1997 760 770
16. V. Rico-Ramirez, U.M. Diwekar, and B. Morel Real options theory from finance to batch distillation Computers and Chemical Engineering 27 12 2003 1867 1882
17. S. Ulas, and U.M. Diwekar Thermodynamic uncertainties in batch processing and optimal control Computers and Chemical Engineering 28 11 2004 2245 2258
18. Ulas, S., Diwekar, U.M., Rico-Ramirez, V., 2003. 'Stochastic optimal control in batch distillation: a real options theory approach', INFORMS/CUSTOM Symposium on Managing Risk in an Uncertain World, Chicago, IL, 2003.