Liu, Q., Liu, C., Zhao, L., Ma, W., Liu, H. and Ma, J., “Integrated forward osmosis-membrane distillation process for human urine treatment”, Water Research, 91, 45 (2016).
 Lin, S., “Mass transfer in forward osmosis with hollow fiber membranes”, Journal of Membrane Science, 514, 176 (2016).
 Coday, B. D., Xu, P., Beaudry, E. G., Herron, J., Lampi, K., Hancock, N. T. et al., “The sweet spot of forward osmosis: Treatment of produced water, drilling wastewater, and other complex and difficult liquid streams”, Desalination, 333 (1), 23 (2014).
 Porter, M. C., Handbook of industrial membrane technology, Noyes Publications, Park Ridge, NJ, USA, (1989).
 El-Dessouky, H. T. and Ettouney, H. M., Fundamentals of salt water desalination. Elsevier Science, (2002).
 Gu, B., Adjiman, C. S. and Xu, X. Y., “The effect of feed spacer geometry on membrane performance and concentration polarisation based on 3D CFD simulations”, Journal of Membrane Science, 527, 78 (2017).
 Koutsou, C. P. and Karabelas, A. J., “Shear stresses and mass transfer at the base of a stirred filtration cell and corresponding conditions in narrow channels with spacers”, Journal of Membrane Science, 399–400, 60 (2012).
 Koutsou, C. P., Yiantsios, S. G. and Karabelas, A. J., “A numerical and experimental study of mass transfer in spacer-filled channels: Effects of spacer geometrical characteristics and Schmidt number”, Journal of Membrane Science, 326 (1), 234 (2009).
 Fimbres-Weihs, G. A. A. and Wiley, D. E. E., “Review of 3D CFD modeling of flow and mass transfer in narrow spacer-filled channels in membrane modules”, Chemical Engineering and Processing: Process Intensification, 49 (7), 759 (2010).
 Darcovich, K., Dalcin, M. and Gros, B., “Membrane mass transport modeling with the periodic boundary condition”, Computers & Chemical Engineering, 33 (1), 213 (2009).
 Verliefde, A. R. D., Van der Meeren, P. and Van der Bruggen, B., Solution-diffusion processes, Encyclopedia of membrane science and technology, (1), pp. 1 (2013).
 Wijmans, J. G. H. and Baker, R. W., The solution-diffusion model: A unified approach to membrane permeation, In: Materials science of membranes for gas and vapor separation, John Wiley & Sons Ltd., Chichester, UK, pp. 159 (2006).
 Wijmans, J. G. and Baker, R. W., “The solution-diffusion model: A review”, Journal of Membrane Science, 107 (1–2), 1 (1995).
 Gruber, M. F., Aslak, U. and Hélix-Nielsen, C., “Open-source CFD model for optimization of forward osmosis and reverse osmosis membrane modules”, Separation and Purification Technology, 158, 183 (2016).
 Gruber, M. F., Johnson, C. J., Tang, C., Jensen, M. H., Yde, L. and Helix-Nielsen, C., “Validation and analysis of forward osmosis CFD model in complex 3D geometries”, Membranes, 2 (4), 764 (2012).
 Harasek, M., Haddadi, B., Miltner, M., Schretter, P. and Jordan, C., “Fully resolved CFD simulation of a hollow fibre membrane module”, Chemical Engineering Transactions, 52, 433 (2016).
 Jones, L. and Achilli, A., Three-dimensional CFD models of hybrid reverse osmosis systems, Humboldt State University, (2015).
 Baker, R. W., Membrane technology and applications, John Wiley & Sons Ltd., Chichester, UK, (2004).
 Wardeh, S. and Morvan, H. P. P., “CFD simulations of flow and concentration polarization in spacer-filled channels for application to water desalination”, Chemical Engineering Research and Design, 86 (10), 1107 (2008).
 Geraldes, V. V., Semião, V. and De Pinho, M. N., “Flow and mass transfer modelling of nanofiltration”, Journal of Membrane Science, 191 (1–2), 109 (2001).
 Fletcher, D. F. and Wiley, D. E., “A computational fluids dynamics study of buoyancy effects in reverse osmosis”, Journal of Membrane Science, 245 (1–2), 175 (2004).
 Jamal, K., Khan, M. A. and Kamil, M., “Mathematical modeling of reverse osmosis systems”, Desalination, 160 (1), 29 (2004).
 Subramani, A., Kim, S. and Hoek, E. M. V, “Pressure, flow, and concentration profiles in open and spacer-filled membrane channels”, Journal of Membrane Science, 277 (1–2), 7 (2006).
 Ahmad, A. L. and Lau, K. K., “Impact of different spacer filaments geometries on 2D unsteady hydrodynamics and concentration polarization in spiral wound membrane channel”, Journal of Membrane Science, 286 (1–2), 77 (2006).
 Schwinge, J., Neal, P. R., Wiley, D. E., Fletcher, D. F. and Fane, A. G., “Spiral wound modules and spacers”, Journal of Membrane Science, 242 (1–2), 129 (2004).
 Mancha, E., DeMichele, D., Walker, W. S., Seacord, T. F., Sutherland, J. and Cano, A., Part II: Performance evaluation of reverse osmosis membrane computer models by Texas Water Development Board, Austin, Texas, 78711-3231, (2014).
 Sutera, S. P. and Skalak, R., “The history of Poiseuille’s law”, Annual Review of Fluid Mechanics, 25 (1), 1 (1993).
 Drioli, E. and Giorno, L., Encyclopedia of membranes, Heidelberg: Springer Berlin, Berlin, (2016).
 Ahmad, A. L., Lau, K. K., Bakar, M. Z. A. and Shukor, S. R. A., “Integrated CFD simulation of concentration polarization in narrow membrane channel”, Computers & Chemical Engineering, 29 (10), 2087 (2005).