Modeling at pore-scale isothermal drying of porous materials: Liquid and vapor diffusivity

Drying Technology

Volumn 25, Issue 10, 2007, Pages 1677-1686

  Segura, Luis A ^a  

^a UNIVERSIDAD DEL BÍO BÍO   (Chile)

Author keywords

Diffusivity; Drying; Modeling; Monte Carlo simulations; Pore level

Indexed keywords

CAPILLARITY; COMPUTER SIMULATION; DIFFUSION; EVAPORATION; FLOW OF FLUIDS; HYDRAULICS; MONTE CARLO METHODS; POROUS MATERIALS; PRESSURE GRADIENT;

HYDRAULIC FLOW; ISOTHERMAL DRYING; PORE LEVEL;

DRYING;

CAPILLARITY; COMPUTER SIMULATION; DIFFUSION; DRYING; EVAPORATION; FLOW OF FLUIDS; HYDRAULICS; MONTE CARLO METHODS; POROUS MATERIALS; PRESSURE GRADIENT;

EID: 34848918882     PISSN: 07373937     EISSN: 15322300     Source Type: Journal    
DOI: 10.1080/07373930701590889     Document Type: Article

References (36)

1. Luikov, A. V. (1966) Heat and Mass Transfer in Capillary-Porous Bodies, Pergamon Press, Oxford
2. Whitaker, S. (1977) Advances in Heat Transfer, 13, pp. 119-203. Academic Press, New York
3. Van Arsdel, W. B. and Copley, M. C. (1963) Food Dehydration, 1, Avi Publishing, Westport, CT
4. Shi, M. and Wang, X. (2004) Investigation on moisture transfer mechanism in porous media during rapid drying process. Drying Technology, 22, pp. 111-122.
5. Daian, J. F. and Saliba, J. (1991) Determination d'un réseau aleatoire de pores pour modéliser la sorption et la migration d'humidité dans un mortier de ciment. International Journal of Heat and Mass Transfer, 34:8, pp. 2081-2096.
6. Nowicki, S. C., Davis, H. T. and Scriven, L. E. (1992) Microscopic determination of transport parameters in drying porous media. Drying Technology, 10:4, pp. 926-946.
7. Prat, M. (1993) Percolation model of drying under isothermal conditions in porous media. International Journal of Multiphase Flow, 19:4, pp. 691-704.
8. Prat, M. (1995) Isothermal drying of non-hygroscopic capillary-porous material as an invasion percolation process. International Journal of Multiphase Flow, 21:5, pp. 875-892.
9. Prat, M. (2000) Recent advances in pore-scale models for drying of porous media. Proceedings of the 12th International Drying Symposium
10. Laurindo, J. B. and Prat, M. (1996) Numerical and experimental network study of evaporation in capillary porous media. Phase distributions. Chemical Engineering Science, 51:23, pp. 5171-5185.
11. Laurindo, J. B. and Prat, M. (1998) Numerical and experimental network study of evaporation in capillary porous media. Drying rates. Chemical Engineering Science, 53:12, pp. 2257-2269.
12. Prat, M. and Bouleux, F. (1999) Drying of capillary porous media with a stabilized front in two dimensions. Physical Review E, 60:5, pp. 5647-5656.
13. Bray, Y. Le and Prat, M. (1999) Three-dimensional pore network simulation of drying in capillary porous media. International Journal of Heat and Mass Transfer, 42, pp. 4207-4224.
14. Laurindo, J. B. (1996) Evaporation en milieu poreux. Etude expérimentale sur milieux-modeles et modélisation de type percolation;, Institut National Polytechnique de Tolouse, France
15. Tsimpanogiannis, I. N., Yortsos, Y. C., Poulou, S., Kanellopoulos, N. and Stubos, A. K. (1999) Scaling theory of drying in porous media. Physical Review E, 59:4, pp. 4353-4365.
16. Yiotis, A. G., Stubos, A. K., Boudouvis, A. G. and Yortsos, Y. C. (2001) A 2-D pore-network model of the drying of single-component liquids in porous media. Advances in Water Resource, 24, pp. 439-460.
17. Yiotis, A. G., Tsimpanogiannis, I. N., Stubos, A. K. and Yortsos, Y. C. (2006) Pore-network study of characteristic periods in the drying of porous materials. Journal of Colloid and Interface Science, 297, pp. 738-748.
18. Shaw, T. M. (1986) Movement of drying front in a porous materials. Materials Research Society Symposium Proceedings, 73, pp. 215-223.
19. Shaw, T. M. (1987) Drying as an immiscible displacement process with fluid counterflow. Physical Review Letters, 59, pp. 1671-1674.
20. Yiotus, A. G., Boudouvis, A. G., Stubos, A. K., Tsimpanogiannis, I. N. and Yortsos, Y. C. (2003) Effect of liquid films on the isothermal drying of porous media. Physical Review
21. Kohout, M., Grof, Z. and Stepánek, F. (2006) Pore-scale modeling and tomographic visualization of drying in granular media. Journal of Colloid and Interface Science, 299, pp. 342-351.
22. Zhang, Y., Peng, X. F., Su, A., Mujumdar, A. S. and Lee, D. J. (2007) Drying of porous medium containing concentration sodium chloride solution. Drying Technology, 25, pp. 171-175.
23. Metzger, T. and Tsotsas, E. (2005) Influence of pore size distribution on drying kinetics: A simple capillary model. Drying Technology, 23, pp. 1797-1809.
24. Weineisen, H. and Stenström, S. (2005) Modeling through drying of tissue-effect of pore size distribution on drying characteristics. Drying Technology, 23, pp. 1909-1923.
25. Metzger, T., Irawan, A. and Tsotsas, E. (2007) Isothermal drying of pore networks: Influence of friction for different pore structures. Drying Technology, 25, pp. 49-57.
26. Miranda, M. N. N. and Silva, M. A. (2005) Capillary pressure determination from sorption isotherms for mixtures of porous solids. Drying Technology, 23, pp. 1841-1857.
27. Segura, L. A. and Toledo, P. G. (2005) Pore-level modeling of isothermal drying pore networks. Evaporation and viscous flow. Latin American Applied Research, 35, pp. 43-50.
28. Segura, L. A. and Toledo, P. G. (2005) Pore-level modeling of isothermal drying pore networks. Accounting for evaporation, viscous flow and shrinkage. Drying Technology, 23, pp. 2007-2019.
29. Segura, L. A. and Toledo, P. G. (2005) Pore-level modeling of isothermal drying pore networks. Effects of gravity and pore shape and size distributions on saturation and transport parameters. Chemical Engineering Journal, 111, pp. 237-252.
30. Wilkinson, D. and Willemsen, J. F. (1983) Invasion percolation: A new form of percolation theory. Journal of Physics A: Mathematical and General, 16, pp. 3365-3376.
31. Comings, E. W. and Sherwood, T. K. (1934) The drying of solids. VII. Moisture movement by capillarity in drying granular materials. Industrial & Engineering Chemistry, 29, pp. 805-813.
32. Haines, W. B. (1930) Studies in the physical properties of soil. The hysteresis effect in capillary properties and the modes of moisture distribution associated therewith. Journal of Agricultural Science, 20, pp. 97-116.
33. Morrow, N. R. (1970) Physics and thermodynamics of capillary action in porous media. Industrial & Engineering Chemistry, 62, pp. 32-56.
34. Mogensen, K., Stenby, E., Banerjee, S. and Baker, V. (1999) Comparison of iterative methods for computing the pressure field in a dynamic network model. Transport in Porous Media, 37, pp. 277-301.
35. Bustos, C. and Toledo, P. G. (2003) Pore-level modeling of gas and condensate flow in two and three-dimensional pore networks. Pore size distribution effects on the relative permeability of gas and condensate. Transport in Porous Media, 53, pp. 281-315.
36. Toledo, P. G., Scriven, L. E. and Davis, H. T. (1995) Hyperdispersive flow of liquid thin films in fractal porous media. Colloids and Surfaces. A: Physicochemical and Engineering Aspects, 104, pp. 73-83.