Maxwell–Stefan model of multicomponent ion transport inside a monolayer Nafion membrane for intensified chlor-alkali electrolysis

[1] Van der Stegen JHG(1999)Application of the Maxwell–Stefan theory to the transport in ion-selective membranes used in the chloralkali electrolysis process Chem Eng Sci 54 2501-2511

[2] Van der Veen AJ(1995)Modelling electrodialysis using the Maxwell-Stefan description Chem Eng J Biochem Eng J 57 163-176

[3] Weerdenburg H(2003)A mathematical model of multiple ion transport across an ion-selective membrane under current load conditions J Appl Electrochem 33 675-684

[4] Hogendoorn JA(2008)The effect of convection in the external diffusion layer on the results of a mathematical model of multiple ion transport across an ion-selective membrane J Appl Electrochem 38 1241-1252

[5] Versteeg GF(2016)Poisson–Nernst–Planck model of multiple ion transport across an ion-selective membrane under conditions close to chlor-alkali electrolysis J Appl Electrochem 46 679-694

[6] Kraaijeveld G(2017)Nernst–Planck modeling of multicomponent ion transport in a Nafion membrane at high current density J Appl Electrochem 47 51-62

[7] Sumberova V(1982)Application of the Stefan-Maxwell equations to diffusion in ion exchangers. 2. Experimental results Ind Eng Chem Fundam 21 360-365

[8] Kuindersma S(2016)Diffusing uphill with James Clerk Maxwell and Josef Stefan Curr Opin Chem Eng 12 106-119

[9] Wesselingh H(1989)Transport models for ion-exchange membranes Compr Treatise Electrochem 19 1-67

[10] Fila V(1956)The significance of convection in transport process across porous membranes Z Phys Chem 21 46-52

[1] Van der Stegen JHG(1999)Application of the Maxwell–Stefan theory to the transport in ion-selective membranes used in the chloralkali electrolysis process Chem Eng Sci 54 2501-2511

[2] Van der Veen AJ(1995)Modelling electrodialysis using the Maxwell-Stefan description Chem Eng J Biochem Eng J 57 163-176

[3] Weerdenburg H(2003)A mathematical model of multiple ion transport across an ion-selective membrane under current load conditions J Appl Electrochem 33 675-684

[4] Hogendoorn JA(2008)The effect of convection in the external diffusion layer on the results of a mathematical model of multiple ion transport across an ion-selective membrane J Appl Electrochem 38 1241-1252

[5] Versteeg GF(2016)Poisson–Nernst–Planck model of multiple ion transport across an ion-selective membrane under conditions close to chlor-alkali electrolysis J Appl Electrochem 46 679-694

[6] Kraaijeveld G(2017)Nernst–Planck modeling of multicomponent ion transport in a Nafion membrane at high current density J Appl Electrochem 47 51-62

[7] Sumberova V(1982)Application of the Stefan-Maxwell equations to diffusion in ion exchangers. 2. Experimental results Ind Eng Chem Fundam 21 360-365

[8] Kuindersma S(2016)Diffusing uphill with James Clerk Maxwell and Josef Stefan Curr Opin Chem Eng 12 106-119

[9] Wesselingh H(1989)Transport models for ion-exchange membranes Compr Treatise Electrochem 19 1-67

[10] Fila V(1956)The significance of convection in transport process across porous membranes Z Phys Chem 21 46-52