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Adsorption equilibrium studies of wool are difficult as the fibres are susceptible to under typical immersion dyeing conditions. Therefore, studies often involve titration with a simple acid
Determination of standard affinity at varying temperatures allows subsequent determination of standard heat of dyeing by calculation as the thermodynamic temperature, T, the standard affinity, Δμo and the standard heat of dyeing, ΔHo are all related by equation.
Entropy can be considered to be a measure of disorder within a system. Entropy can therefore be considered to represent the degree of orientation of dye molecules within a dyed substrate.
Electrical effects, the assumption of a Donnan distribution of ions and the concept of fibre internal volume are concepts used in the study of the distrubution of an anionic dye between the dyebath and cellulosic fibre phase in the presence of an added inorganic electrolyte.
When studying titration data for the adsorption of anionic dyes interacting with wool or polyamide, the following mathematical treatments are usually employed;
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The model considers wool fibres to contain an internal solution of specific volume, whereby only are adsorbed onto carboxyl ion sites. The concept of internal is also characteristic of this model. In contrast, the model assumes that ions from solution are adsorbed onto their associated groups within the fibre. This is assumed as a type adsorption mechanism.
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When considering the equilibrium adsorption of basic dyes onto PAN fibres the following equation can be considered;
[D+]f/[D+]s = KDH/[H+]s ([S]f – [D+]f
Regarding the above equation we can say the following;
The presence of the term [S]f suggests that the approach is based on a adsorption model, where [S]f represents the number of available sites within the fibre. The term KDH represents the exchange constant. The terms [H+]s and [D+]s are the quantities of in solution and dye in . The term [D+]f is the number of dye in the fibre.
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