Single values of the Vanselow, Gaines-Thomas or Gapon selectivity coef
ficients have been used to model cation exchange in terrestrial ecosys
tems; however, selectivity coefficients that do not vary as a function
of pH and ionic strength have questionable validity. We examined cati
on exchange in two Humo-Ferric Podzols (Haplorthods) equilibrated with
artificial soil solutions with two different ionic strengths in the p
H range 3-6. The resulting selectivity coefficients varied by several
orders of magnitude. These variations could not be fitted to regressio
ns using the pH and ionic strength of the solutions. Estimating the ca
tion concentrations using fixed values for selectivity coefficients wi
thin the chemical composition range of the soils studied would generat
e modelling errors of up to four orders of magnitude. An equation prop
osed by McBride and Bloom, relating the amount of an ion in solution t
o its relative abundance on the exchange complex was more easily fitte
d. This adsorption equation can be modelled using a regression of pH a
nd ionic strength. Single regression equations are presented for Ca, M
g, K and Al that are capable of estimating the coefficients for two si
tes and two different soil horizons.