Donnan dialysis with an ion exchange membrane was investigated for ions of different valence. The effective diffusion coefficients (D-e) of various kinds of ions in the membrane were obtained by fitting of the equation derived from the Nernst-Planck equation to three or more sets of experimental data for Donnan dialysis. It became apparent that the value of D-e/D-s of monovalent ions (e.g., K+ or Na+ ions) at z(A) = 1 and z(B) = 2 (feed ions are monovalent ones and driving ions are bivalent ones) remained constant at ca. 1/210 and that of bivalent ions (e.g., Ca2+, Cu2+, Or Mg2+ ions) remained constant at ca. 1/526 where D-s denotes the diffusion coefficient of ions at infinite dilution in water calculated from the Nernst-Einstein equation, and z(A) and z(B) represent the valences of the feed and driving ions, respectively. D-e/D-s of monovalent ions (e.g., H+, K+, or Na+ ions) at z(A) = 2 and z(B) = 1 (feed ions are bivalent ones and driving ions are monovalent ones) was constant at ca. 1/23.3 and that of bivalent ions remained constant at ca. 1/58.4. It was proved that D-e/D using D-e at z(A) = 1 and z(B) = 2 was constant at 1/3.0 and that at z(A) = 2 and z(B) = 1 remained constant at 3.0 where D represents the diffusion coefficient of ions in the membrane at z(A) = z(B) (the valences of both feed and driving ions are equal). Therefore, it was found that a large flux of ions could be obtained using the monovalent driving ions in Donnan dialysis. On the other hand, the small flux can be obtained using bi- or higher-valent driving ions. (C) 1998 Elsevier Science B.V.