On the experimental verification of an electrodialysis simulation model for optimal stack configuration design through solver software

Desalination

Volumn 249, Issue 3, 2009, Pages 1030-1038

  Brauns, E ^a   De Wilde, W ^b   Van den Bosch, B ^c   Lens, P ^a   Pinoy, L ^b   Empsten, M ^c  

^a FLEMISH INSTITUTE FOR TECHNOLOGICAL RESEARCH VITO   (Belgium)

^b ODISEE UNIVERSITY COLLEGE   (Belgium)

^c Department of Industrial Engineering   (Belgium)

Author keywords

Design; Electrodialysis; Modeling; Software; Solver

Indexed keywords

COMPLEX PROCESSES; CONDUCTIVE MEMBRANES; DESIGN PROCEDURE; EXPERIMENTAL VERIFICATION; FINE TUNING; ION TRANSPORTS; LIMITING CURRENT DENSITY; MATHEMATICAL MODELING; MEMBRANE STACKS; MODEL CALCULATIONS; MODEL SOLUTION; MODELING; MODELING SOFTWARES; OHMIC REGION; PROCESS CONDITION; SIMULATION MODEL; SOFTWARE APPROACH; SOFTWARE-BASED; SOLVER SOFTWARES; STACK CONFIGURATIONS; STACK GEOMETRY; STACK MODEL;

COMPUTER SOFTWARE SELECTION AND EVALUATION; DESALINATION; DESIGN; ELECTRIC FIELDS; ELECTRODIALYSIS; MATHEMATICAL MODELS; NEGATIVE IONS; OPTIMIZATION; PARAMETER ESTIMATION; POSITIVE IONS; SIMULATORS; SODIUM CHLORIDE; SOFTWARE DESIGN; WATER FILTRATION;

VERIFICATION;

DESALINATION; ELECTROKINESIS; EXPERIMENTAL DESIGN; ION EXCHANGE; MODELING; OPTIMIZATION; SOFTWARE;

EID: 71949105047     PISSN: 00119164     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.desal.2009.04.015     Document Type: Article

References (12)

1. Lee E.Y., Moon S.H., and Chang Y.K. Lactic acid recovery using two-stage electrodialysis and its modeling. Journal of Membrane Science 145 (1998) 53-66
2. Fidaleo M., and Moresi M. Optimal strategy to model the electrodialytic recovery of a strong electrolyte. Journal of Membrane Science 260 (2005) 90-111
3. Sadrzadeh M., Kaviani A., and Mohammadi T. Mathematical modeling of desalination by electrodialysis. Desalination 206 (2007) 538-546
4. Mohammadi T., Mohebb A., Sadrzadeh M., and Razmia A. Modeling of metal ion removal from wastewater by electrodialysis. Separation and Purification Technology 41 (2005) 73-82
5. Gong Y., Wang X., and Yu L. Process simulation of desalination by electrodialysis of an aqueous solution containing a neutral solute. Desalination 172 (2005) 157-172
6. Moon P.J., Sandí G., Stevens D., Kizilel R., Computational modeling of ionic transport in continuous and batch electrodialysis (2003), http://info.mcs.anl.gov/pub/tech_reports/reports/P1111.pdf.
7. Lee H.J., Sarfert F., Strathmann H., and Moon S.H. Designing of an electrodialysis desalination plant. Desalination 142 (2002) 267-286
8. Van den Bosch B., Elektrodialyse: deel 1: urine-ontzouting, deel 2: algemene modellering naar economisch ontwerp, Industrial Engineer Master Thesis, VITO & De Nayer Institute, St Katelijne-Waver, Belgium, 2005.
9. De Wilde W., Verificatie van TK-Solver elektrodialyse design-software bij het opschalen naar industriële ontzouting, Industrial Engineer Master Thesis, VITO & Katholieke Hogeschool St.-Lieven, Gent, Belgium, 2008.
10. Lee H.J., Strathmann H., and Moon S.H. Determination of the limiting current density in electrodialysis desalination as an empirical function of linear velocity. Desalination 190 (2006) 43-50
11. Montgomery D.C. Design and analysis of experiments. Fitting Regression Models. Sixth edition (2005), John Wiley & Sons, New York. 0-471-48735-X Chapter 10
12. Ortiz J.M., Sotoca J.A., Exposito E., Gallud F., Garcia-Garcia V., Montiel V., and Aldaz A. Brackish water desalination by electrodialysis: batch recirculation operation modeling. Journal of Membrane Science 252 (2005) 65-75