[1] Sahimi, M., Gavalas, G. R., Tsotsis, T. T., “Statistical and continuum models of fluid-solid reactions in porous media”,Chem. Eng. Sci., 45 (6), 1443 (1990). [2] Scharfenberg, R., Meyerhoff, K., Hesse, D., “Problems in the determination of pore connectivity by digital image processing”, Chem. Eng. Sci., 51 (10), 1889 (1996). [3] Androutsopoulos, G. P., Mann, R., “Evaluation of mercury porosimetry experiments using a network pore structure model”, Chem. Eng. Sci., 34 (10), 1203 (1979). [4] Seaton, N. A., “Determination of the connectivity of porous solids from nitrogen sorption measurements”, Chem. Eng.Sci., 46 (8), 1895 (1991). [5] Portsmouth, R. L.,G1adden, L. F., “Determination of pore connectivity by mercury porosimetry”, Chem. Eng. Sci.,46 (12), 3023 (1991). [6] Lee, C. K., Tsay, C. S., “Pore connectivity of alumina and aluminium borate from nitrogen isotherms”, J. Chem. Soc.,Faraday Trans., 94 (4), 573 (1998). [7] Stauffer, D., Introduction to Percolation Theory, Taylor & Francis, London and Philadelphia (1985). [8] Efros, A. L., Physics and Geometry of Disorder Percolation Theory, Mir Publishers, Moscow (1986). [9] Winterfeld, P. H., Scriven, L. E., Davis, H. T., “Percolation and conductivity of random two-dimensional composites”,J. Phys. C: Solid State Phys., 14 (17), 2361 (1981). [10] Jerauld, G. R., Hatfield, J. C., Scriven, L. E., Davis, H. ., “Percolation and conduction on voronoi and triangular networks: A case study in topological disorder”, J. Phys.C: Solid State Phys., 17 (9), 1519 (1984). [11] Jerauld, G. R., Scriven, L. E., Davis, H. T., “Percolation and conduction on the 3D voronoi and regular networks:A second case study in topological disorder”, J. Phys. C:Solid State Phys., 17 (19), 3429 (1984). [12] Liu, H., Zhang, L., Seaton, N. A., “Sorption hysteresis as a probe of pore structure ”, Langmuir, 9 (10), 2576 (1993). [13] Sing, K. S. W., Everett, D. H., Haul, R. A. W., Moscou,L., Pierotti, i. A., Rouquerol, J., Siemieniewska, T., “Reporting physisorption data for gaa/solid systems”, Pure andAppl. Chem., 57 (4), 603 (1985). [14] Mason, G., “A model of adsorption-desorption hysteresis in which hysteresis is primarily developed by the interconnec tions in a network of pores”, Proc. R. Soc. Lond., A390(1789), 47 (1983). [15] Rajniak, P., Yang, R. T., “A simple model and experiments for adsorption-desorption hysteresis: Water vapor on silicagel”, AIChE J., 39 (5), 774 (1993). [16] Xin, F., Li, S. F., “Simulation of sorption hysteresis in porous media using a 3-D network model”, J. Chem. Ind.Eng. (China), 46 (6), 649 (1995). (in Chinese) [17] Leofanti, G., Padovan, M., Tozzola, G., Venturelli, B., “Sur face area and pore texture of catalysts”, Catalysis Today.,41 (1), 207 (1998). [18] Stauffer, D., “Scaling theory of percolation clusters”,Physics Reports, 54 (1), 1 (1979). [19] Kirkpatrick, S., Models of Disordered Materials in Il1 Condensed Matter, North-Holland Publishing Company,Amsterdam, 321 (1978). [20] Reynolds, P. J., Stanley, H. E., Klein, W., “Large-cell Monte Carlo renormalization group for ercolation”, Phys.Rev., B21 (3), 1223 (1980). |