The swelling of a commercial sodium montmorillonite clay suspension, namely Gelwhite H, has been investigated at pH 8.8–8.9 at various clay concentrations. Swelling was investigated using rheological measurements by following the storage modulus G′(t) as a function of time t. The exponential increase of G′(t) with t was used to calculate the modulus at infinite time G′ t → ∞ as well as the gelation time t g. The results showed a rapid increase in G′ t → ∞ with an increase in clay concentration from 30 to 60 g liter −. However, within experimental error, t g was constant and independent of clay concentration. A plot of G∗ (complex modulus), G′, and G′' (loss modulus) (at.1 Hz) versus Gelwhite H concentration (pH 8.8–8.9) showed a rapid increase in G∗ and G′ (which were identical) above a clay concentration of 30 g liter −1. G′' remained very low and showed a slight increase with an increase in clay concentration. Similar trends were obtained in the variation of shear modulus G∞ and the extrapolated yield stress τ B. This means that the “gel point” for this clay sample is about 30 g liter −1, above which the elasticity increases very rapidly with a further increase in clay concentration. The cohesive energy, E c , in the gel structure was obtained by measuring the viscoelastic parameters as a function of applied strain amplitude (at constant frequency). The results showed that G′(t), E c , and the critical stress σ c increase rapidly with an increase in Gelwhite H concentration. The results could be fitted to a power law with an exponent n in the concentration. This exponent was in the region 3.1–3.7 and was lower than that obtained previously with another commercial bentonite sample. The results confirmed the previously held view that gel formation in these commercial samples is most likely due to a face-to-edge association mechanism. This mechanism is favorable at intermediate to high electrolyte concentrations (usually present in commercial clay suspensions) whereby the double layers are compressed, thus obtaining close approach of the edges to the faces. Plots of G∗, G′, G′', G, and τ b versus pH showed a primary maximum at pH 7, indicating maximum interaction at this pH. At this pH, the edges are most likely positively charged and hence edge-to-face association is possible. The reduction at pH >7 is due to the reduction of positive charges on the edges. However, the reduction at pH <7 may also be due to the reduction in the number of units available for the build up of the double-T junctions.
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