294
M. E. Sastre de Vicente· T. Vilarifio
Lee LL (1988) Molecular thermodynamics of nonideal fluids. Butterworths
Long FA, McDevit WF (1952) Activity coefficients of nonelectrolyte solutes in aqueous salt solutions. Chern
Rev 51:119-169
Marcus Y (1988) Ionic radii in aqueous solutions. Chern Rev 88:1475-1498
Millero FJ, Pierrot D (1998) A chemical equilibrium model for natural waters. Aquatic Geochem 4:153-199
Partanen JI, Juusola PM (2000) Comparison of different methods for calculation of the stoichiometric
dissociation constant of acetic acid from results of potentiometric titrations at 298.15 K in aqueous
sodium or potassium chloride solutions. Fluid Phase Equilibria 169:149-166
Pitzer KS (1973) Thermodynamics of electrolytes. 1. Theoretical basis and general equations. J Phys Chern
77:268-277
Pitzer KS (1991) Ion interaction approach: Theory and data correlation. In: Pitzer KS (ed) Activity coefficients in electrolyte solutions, 2nd edn. CRC Press, Boca Raton, FL, pp 75-153
Salvatore F, Ferri D, Palombari R (1986) Salt effect on the dissociation constant of acid-base indicators.
J Solution Chern 15(5):423-431
Sanchez-Castro C, Blum L (1989) Explicit approximation for the unrestricted mean spherical approximation for ionic solutions. J Phys Chern 93:7478-7482
Sastre de Vicente ME (1997) Ionic strength effects on acid-base equilibria. A review. Current Topics in
Solution Chemistry 2:157-181
Sastre de Vicente ME, Vilarifio T, Brandariz I (1998) Application of the mean spherical approximation
to the study of ionic strength effects on acid-base equilibria. Recent Res Devel Phys Chern 2:489-500
Simonin JP (1996) Study of experimental-to-McMillan-Mayer conversion of thermodynamic excess
functions. J Chern Soc Faraday Trans 92:3519-3523
Simonin JP, Blum L (1996) Departures from ideality in pure ionic solutions using the mean spherical
approximation. J Chern Soc Faraday Trans 92:1533-1536
Simonin JP, Blum L, Turq P (1996) Real ionic solutions in the mean spherical approximation. 1. Simple
salts in the primitive model. J Phys Chern B 100:7704-7709
Sun T, Lenard JL, Teja AS (1994) A simplified mean spherical approximation for the prediction of the
osmotic coefficients of aqueous electrolyte solutions. J Phys Chern 98:6870-6875
Taboada-Pan C, Brandariz I, Barriada JI., Vilarifio T, Sastre de Vicente ME (2001) The salting coefficient
and size of alquilamines in saline media at different temperatures: estimation from Pitzer equations
and the mean spherical approximation. Fluid Phase Equilibria 180:313-325
Triolo R, Grigera JR, Blum L (1976) Simple electrolytes in the mean spherical approximation. J Phys Chern
80:1858-1861
Triolo R, Blum I., Floriano MA (1977) Simple electrolytes in the mean spherical approximation. 3. A
workable model for aqueous solutions. J Chern Phys 67:5956-5959
Triolo R, Blum L, Floriano MA (1978) Simple electrolytes in the mean spherical approximation. 2. Study
of a refined model. J Phys Chern 82:1368-1370
Turq P, Barthel J, Chemla M (1992) Transport, relaxation and kinetic processes in electrolyte solutions.
Springer-Verlag, Berlin (Lectures Notes in Chemistry 57, pp 74-109)
Vilarifio T, Sastre de Vicente ME (1996) Protonation of glycine in saline media: Evaluation of the effect
of the ionic strength by use of the mean spherical approximation. J Phys Chern 100:16378-16384
Vilarifio T, Sastre de Vicente ME (1997) Theoretical calculation of the ionic strength dependence of the
ionic product of water based on a mean spherical approximation. J Solution Chern 26 (9):833-846
Vilarifio T, Sastre de Vicente ME (1999) The mean spherical approximation methodology applied to the
acid-base equilibria of glycine in artificial seawater. Phys Chern Chern Phys 1:2453-2456
Vilarifio T, Brandariz I, Fiol S, Armesto XL, Sastre de Vicente ME (1997) Study of the effect of ionic strength
on the protonation eqUilibrium of various amino acids by using the mean spherical approximation.
J Chern Soc Faraday Trans II 93:413-417
Vilarifio T, Alonso P, Armesto XL, Rodriguez P, Sastre de Vicente ME (1998) Effect of ionic strength on
the kinetics of the oxidation of ascorbic acid by hexacyanoferrate(III): Comparison between specific interaction theories and the mean spherical approximation. J Chern Res (S) 9:558-559
Waisman E, Lebowitz JL (1972) Mean spherical model integral equation for charged hard spheres. J Chern
Phys 56:3086-3099
Whitfield M, Turner DR (1981) Sea water as an electrochemical medium. In: Whitfield M, Turner DR
(eds) Marine chemistry. A practical introduction. John Wiley and Sons, Rochester, pp 3-66
M. E. Sastre de Vicente· T. Vilarifio
Lee LL (1988) Molecular thermodynamics of nonideal fluids. Butterworths
Long FA, McDevit WF (1952) Activity coefficients of nonelectrolyte solutes in aqueous salt solutions. Chern
Rev 51:119-169
Marcus Y (1988) Ionic radii in aqueous solutions. Chern Rev 88:1475-1498
Millero FJ, Pierrot D (1998) A chemical equilibrium model for natural waters. Aquatic Geochem 4:153-199
Partanen JI, Juusola PM (2000) Comparison of different methods for calculation of the stoichiometric
dissociation constant of acetic acid from results of potentiometric titrations at 298.15 K in aqueous
sodium or potassium chloride solutions. Fluid Phase Equilibria 169:149-166
Pitzer KS (1973) Thermodynamics of electrolytes. 1. Theoretical basis and general equations. J Phys Chern
77:268-277
Pitzer KS (1991) Ion interaction approach: Theory and data correlation. In: Pitzer KS (ed) Activity coefficients in electrolyte solutions, 2nd edn. CRC Press, Boca Raton, FL, pp 75-153
Salvatore F, Ferri D, Palombari R (1986) Salt effect on the dissociation constant of acid-base indicators.
J Solution Chern 15(5):423-431
Sanchez-Castro C, Blum L (1989) Explicit approximation for the unrestricted mean spherical approximation for ionic solutions. J Phys Chern 93:7478-7482
Sastre de Vicente ME (1997) Ionic strength effects on acid-base equilibria. A review. Current Topics in
Solution Chemistry 2:157-181
Sastre de Vicente ME, Vilarifio T, Brandariz I (1998) Application of the mean spherical approximation
to the study of ionic strength effects on acid-base equilibria. Recent Res Devel Phys Chern 2:489-500
Simonin JP (1996) Study of experimental-to-McMillan-Mayer conversion of thermodynamic excess
functions. J Chern Soc Faraday Trans 92:3519-3523
Simonin JP, Blum L (1996) Departures from ideality in pure ionic solutions using the mean spherical
approximation. J Chern Soc Faraday Trans 92:1533-1536
Simonin JP, Blum L, Turq P (1996) Real ionic solutions in the mean spherical approximation. 1. Simple
salts in the primitive model. J Phys Chern B 100:7704-7709
Sun T, Lenard JL, Teja AS (1994) A simplified mean spherical approximation for the prediction of the
osmotic coefficients of aqueous electrolyte solutions. J Phys Chern 98:6870-6875
Taboada-Pan C, Brandariz I, Barriada JI., Vilarifio T, Sastre de Vicente ME (2001) The salting coefficient
and size of alquilamines in saline media at different temperatures: estimation from Pitzer equations
and the mean spherical approximation. Fluid Phase Equilibria 180:313-325
Triolo R, Grigera JR, Blum L (1976) Simple electrolytes in the mean spherical approximation. J Phys Chern
80:1858-1861
Triolo R, Blum I., Floriano MA (1977) Simple electrolytes in the mean spherical approximation. 3. A
workable model for aqueous solutions. J Chern Phys 67:5956-5959
Triolo R, Blum L, Floriano MA (1978) Simple electrolytes in the mean spherical approximation. 2. Study
of a refined model. J Phys Chern 82:1368-1370
Turq P, Barthel J, Chemla M (1992) Transport, relaxation and kinetic processes in electrolyte solutions.
Springer-Verlag, Berlin (Lectures Notes in Chemistry 57, pp 74-109)
Vilarifio T, Sastre de Vicente ME (1996) Protonation of glycine in saline media: Evaluation of the effect
of the ionic strength by use of the mean spherical approximation. J Phys Chern 100:16378-16384
Vilarifio T, Sastre de Vicente ME (1997) Theoretical calculation of the ionic strength dependence of the
ionic product of water based on a mean spherical approximation. J Solution Chern 26 (9):833-846
Vilarifio T, Sastre de Vicente ME (1999) The mean spherical approximation methodology applied to the
acid-base equilibria of glycine in artificial seawater. Phys Chern Chern Phys 1:2453-2456
Vilarifio T, Brandariz I, Fiol S, Armesto XL, Sastre de Vicente ME (1997) Study of the effect of ionic strength
on the protonation eqUilibrium of various amino acids by using the mean spherical approximation.
J Chern Soc Faraday Trans II 93:413-417
Vilarifio T, Alonso P, Armesto XL, Rodriguez P, Sastre de Vicente ME (1998) Effect of ionic strength on
the kinetics of the oxidation of ascorbic acid by hexacyanoferrate(III): Comparison between specific interaction theories and the mean spherical approximation. J Chern Res (S) 9:558-559
Waisman E, Lebowitz JL (1972) Mean spherical model integral equation for charged hard spheres. J Chern
Phys 56:3086-3099
Whitfield M, Turner DR (1981) Sea water as an electrochemical medium. In: Whitfield M, Turner DR
(eds) Marine chemistry. A practical introduction. John Wiley and Sons, Rochester, pp 3-66