Page 77 - An Introduction to Analytical Atomic Spectrometry - L. Ebdon
P. 77

Page 59

            (iii) Thermal dissociation of the salt or oxide. This will be related to the temperature, pressure and
            other species present, For dissociation of an oxide, the relevant equations are




            and






            where G is the free energy of the reaction, a is the degree of dissociation of the oxide, Kp is the
            equilibrium constant for the dissociation and Po2  is the partial pressure of oxygen. The partial pressure
            of oxygen is effectively controlled by the equilibria





            (iv) Reduction of the metal oxide. Data concerning carbon reduction of metal oxides are readily
            available in forms such as Ellingham diagrams used by chemists and metallurgists. The essential
            reactions to consider are








            Such a thermodynamic approach can be extended to consider problems such as carbide formation:




            The weakness of this approach is that it deals with equilibrium criteria, whereas the situation in a
            furnace and certainly on a filament is highly dynamic. It must also assume some dissociation at all
            temperatures, and thus the appearance temperature becomes that at which the free metal is first
            detectable; hence the parameter should be dependent upon the detection limit and concentration. Useful
            insights have been afforded by the application of thermodynamics, but clearly kinetic factors must also
            play a role.

            3.4.2 Kinetic Considerations

            As L'Vov first pointed out, to achieve analytically useful sensitivity, the rate of formation of the free
            atoms must be equal to or greater than their rate of
   72   73   74   75   76   77   78   79   80   81   82