Altenhöner U., Meurer M., Strube J., and Schmidt-Traub H. Parameter estimation for the simulation of liquid chromatography. Journal of Chromatography A 769 (1997) 59-69
Antos, D., Piatkowski, W., Kaczmarski, K., 1999. Mathematical modelling of preparative liquid chromatography with binary mobile phase. Acta Chromatographica (9), 5-24.
Antos D., Piatkowski W., and Kaczmarski K. Determination of mobile phase effect on single-component adsorption isotherm by use of numerical estimation. Journal of Chromatography A 874 (2000) 1-12
Arnell R., Forssén P., and Fornstedt T. Accurate and rapid estimation of adsorption isotherms in liquid chromatography using the inverse method on plateaus. Journal of Chromatography A 1099 1-2 (2005) 167-174
Bogaerts, P., 1999. Ph.D. Thesis, ULB, Service d'automatique et d'analyse des systèmes.
Cavazzini A., Felinger A., and Guiochon G. Comparison between adsorption isotherm determination techniques and overloaded band profiles on four batches of monolithic columns. Journal of Chromatography A 1012 (2003) 139-149
Ching C.B., Arlt W., Lisso M., and Wozny G. Kinetic and equilibrium study of the enantioseparation of the fenoprofen in a batch setup. Industrial & Engineering Chemistry Research 39 (2000) 4365-4369
Dose E.V., Jacobson S., and Guiochon G. Determination of isotherms from chromatographic peak shapes. Analytical Chemistry 63 (1991) 833-839
Felinger A., Cavazzini A., and Guiochon G. Numerical determination of the competitive isotherm of enantiomers. Journal of Chromatography A 986 (2003) 207-225
Felinger A., Zhou D., and Guiochon G. Determination of the single component and competitive adsorption isotherms of 1-indanol enantiomers by the inverse method. Journal of Chromatography A 1005 (2003) 35-49
Forssén P., Arnell R., and Fornstedt T. An improved algorithm for solving inverse problems in liquid chromatography. Computers and Chemical Engineering 30 9 (2006) 1381-1391
Gao W., and Engell S. Estimation of general nonlinear adsorption isotherms from chromatograms. Computers and Chemical Engineering 29 10 (2005) 2242-2255
Grosfils, V., Levrie, C., 2004. Rapport technique. Projet Movida, février 2004, ULB-FPMs.
Grosfils, V., Levrie, C., Kinnaert, M., Vande Wouwer, A., 2007. Modelling and identification from batch experiments of a SMB process. Technical Report, ULB, Service d'automatique et d'analyse des systèmes.
Guiochon G., Golshan-Shirazi S., and Katti A.M. Fundamentals of Preparative and Nonlinear Chromatography (1994), Academic Press, New York
Haag J., VandeWouwer A., Lehoucq S., and Saucez P. Modelling and simulation of a SMB chromatographic process designed for enantioseparation. Control Engineering Practice 9 (2001) 921-928
James F., Sepulveda M., Charton F., Quinones I., and Guiochon G. Determination of binary competitive equilibrium isotherms from the individual chromatographic band profiles. Chemical Engineering Science 54 (1999) 1677-1696
Juza M. Development of an high-performance liquid chromatographic simulated moving bed separation from an industrial perspective. Journal of Chromatography A 865 (1999) 35-49
Lehoucq S., Verhève D., Vande Wouwer A., and Cavoy E. SMB enantioseparation: process development, modeling and operating conditions. A.I.Ch.E. Journal 46 2 (2000) 247
Luenberger D.G. Optimization by Vector Space Methods (1969), Wiley, New York
Maly T., and Petzold L.R. Numerical methods and software for sensitivity analysis of differential-algebraic systems. Applied Numerical Mathematics 20 (1996) 57-79
Miyabe K., Khattabi S., Cherrack D.E., and Guiochon G. Study on the accuracy of the elution by characteristic point method for the determination of single component isotherms. Journal of Chromatography A 872 (2000) 1-21
Point N., VandeWouwer A., and Remy M. Practical issues in distributed parameter estimation: gradient computation and optimal experiment design. Control Engineering Practice 4 11 (1996) 1553-1562
Quinones I., and Guiochon G. Application of different isotherm models to the description of single-component and competitive adsorption data. Journal of Chromatography A 734 (1996) 83-96
Quinones I., and Guiochon G. Extension of a Jovanovic-Freundlich isotherm model to multicomponent adsorption on heterogeneous surfaces. Journal of Chromatography A 796 (1998) 15-40
Schiesser W.E. The Numerical Method of Lines: Integration of Partial Differential Equations (1991), Academic Press, San Diego, CA
Schramm H., Kienle A., Kaspereit M., and Seidel-Morgenstern A. Simulated moving bed process with cyclic modulation of the feed concentration. Journal of Chromatography A 1006 (2003) 77-86
Seber G.A.F., and Wild C.J. Nonlinear Regression (1989), Wiley, New York
Seidel-Morgentsern A. Experimental determination of single solute and competitive adsorption isotherms. Journal of Chromatography A 1037 (2004) 255-272
Toumi A., and Engell S. Optimization-based control of a reactive simulated moving bed process for glucose isomerization. Chemical Engineering Science 59 (2004) 3777-3792
Vande Wouwer A., Point N., Porteman S., and Remy M. An approach to the selection of optimal sensor locations in distributed parameter systems. Journal of Process Control 10 (2000) 291-300
Walter E., and Pronzato L. Identification of Parametric Models from Experimental Data (1997), Springer, London
Zhang L., Selker J., Qu A., and Velayudhan A. Numerical estimation of multicomponent adsorption isotherms in preparative chromatography: implications of experimental error. Journal of Chromatography A 934 (2001) 13-29
Zhou D., Kaczmarski K., Cavazzini A., Liu X., and Guiochon G. Modeling of the separation of two enantiomers using a microbore column. Journal of Chromatography A 1020 (2003) 199-217
Zimmer, G., Dünnebier, G., Klatt, K.U., 1999. On-line parameter estimation and process monitoring of simulated moving bed chromatographic separation processes, Proceedings of the European Control Conference, Karlsruhe, German.