[1] Li, T. W., Mao, Z. S., Chen, J. Y., "Mass transfer of single drops in the n-butanol- succinic acid-water system", In: Recent Progress in Solvent Extraction, Gu, G. B. et al., eds.,Ji’nan University Press, Guangzhou, 23-30, (1998). (in Chinese) [2] Newman, A. B., "The drying of porous solids: Diffusion and surface emission equations", Trans. AIChE, 27, 310(1931). [3] Kronig, R., Brink, J. C., "On the theory of extraction from droplets", Appl. Sci. Res., A2, 142-147, (1950). [4] Misek, T., ed, "Recommended systems for liquid extraction studies", EFCE Publication Series, Inst. Chem. Engrs.Rugby, U. K. (1978). [5] Ryskin, G., Leal, L. G., "Orthogonal mapping", J. Comput.Phys., 50, 71-100 (1983). [6] Ryskin, G., Leal, L. G., "Numerical solution of freeboundary problems in fluid mechanics Part 2. Buoyancydriven motion of a gas bubble through a quiescent liquid",J. Fluid Mech., 148, 19-35 (1984). [7] Dandy, D. S., Leal, L. G., "Buoyancy-driven motion of a deformable drop through a quiescent liquid at intermediate Reynolds numbers", J. Fluid Mech., 208, 161-192 (1989). [8] Leppinen, D. M., Renksizbulut, M., Heywood, R. J., "The effects of surfactants on droplet behaviour at intermediate Reynolds numbers-The numerical model and steady-state results", Chem. Eng. Sci., 51 (3), 479-489 (1996). [9] McLaughlin, J. B., "Numerical simulation of bubble motion in water", J. Colloid Interface Sci., 184, 614-625 (1996). [10] Cuenot, B., Magnaudet, J., Spennato B., "The effects of slightly soluble surfactant on the flow around a spherical bubble", J. Fluid Mech., 339, 25-53 (1997). [11] Li, T. W., Mao, Z. S., Chen, J. Y., "Simulation of external mass transfer of a single buoyancy-driven drop of intermediate Reynolds numbers", Proceedings of 9th Nat.Conf. Chem. Eng. (NCCE’98), Qingdao, China, 396-401(1998). (in Chinese) [12] Mao, Z. S., Li, T. W., Chen, J. Y., "Numerical simulation of steady and transient mass transfer to a single drop dominated by external resistance", Int. J. Heat Mass Transfer,44, 1235-1247 (2001). [13] Takemura, F., Yabe, A., "Rising speed and dissolution rate of a carbon dioxide bubble in slightly contaminated bubble", J. Fluid Mech., 378, 319-334 (1999). [14] Ponoth, S. S., McLaughlin, J. B., "Numerical simulation of mass transfer for bubbles in water", Chem. Eng. Sci., 55,1237-1255 (2000). [15] Li, T. W., Sun, C. G., Mao, Z. S., Chen, J. Y., "Influence of distortion function on the accuracy of numerical simulation of the motion of a single buoyancy-driven deformable drop", Huagong Yejin, 20, 29-37 (1999). (in Chinese) [16] Li, T. W., "Numerical simulation of mass transfer of single drops of low or intermediate Reynolds numbers in steadystate motion and its experimental verification", Ph. D.Thesis, Institute of Chemical Metallurgy, Chinese Academy of Sciences, Beijing, (1998). (in Chinese) [17] Patankar, S. V., Numerical Heat Transfer and Fluid Flow,Wiley and Sons, New York, (1980). [18] Handlos, A. E., Baron, T., "Mass and heat transfer from drops in liquid-liquid extraction", AIChE J., 3 (1) 127-136(1957). [19] Su, Y. F., Lu, H. Y., Mao, Z. S., "Study of external mass transfer coefficient of single drops", J. Chem Ind. Eng.(China), (4), 222-229 (1965). (in Chinese) [20] Johnson, J. E., Beckmann, R. B., "Mechanism of dispersedphase mass transfer in viscous, single-drop extraction systems", AIChE J., 12 (1), 10-16 (1966). [21] Li, T. W., Mao, Z. S., Chen, J. Y., Fei, W. Y., "Terminal effect of drop coalescence on single drop mass transfer measurements and its minimization", Chinese J. Chem. Eng.,9 (2), 204-207 (2001). |