Page 160 - Chemical equilibria Volume 4
P. 160

136     Chemical Equilibria
                             In that expression,  F  is the faraday, which is 96,500 coulombs and z is
                           the number of electrons exchanged in the stack reaction, which is a redox
                           reaction. Thus, by measuring the standard potential, we are able to find the
                           standard Gibbs energy.
                             The system is given reversibility by counterbalancing the measuring cell
                           with an electromotive force  set up in  opposition, in such a  way that the
                           current is  minimal.  A slight increase or decrease in the strength of the
                           opposing emf changes the direction in which the reaction takes place.

                             The  main precaution is to ensure that the stack reaction is really  that
                           which has been studied, and that it is not disturbed by secondary reactions.



                           4.6. Calculation of the equilibrium constants on the basis of
                           other thermodynamic data

                             It is tricky to experimentally determine the equilibrium conditions, so as
                           much as possible, we use the calculation method to determine the values of
                           the equilibrium constants  (or standard  Gibbs energies associated with the
                           reactions). Those calculations must restrict the number of experiments as far
                           as possible, or eliminate them altogether.

                             There are five calculation methods which we can envisage, depending on
                           the data available to us:

                             – method 1: we know the enthalpy and the standard entropy of reaction at
                           the desired temperature;

                             – method 2: we know the standard enthalpy and the standard entropy at a
                           specific temperature, and the molar specific heat capacities of components at
                           constant pressure as a function of the temperature;
                             – method 3:  we know a  value of the equilibrium constant at  a given
                           temperature, the variations of the specific heat capacities at constant pressure
                           of the components with varying temperature, and a value of the standard
                           enthalpy associated with the reaction at a given temperature;

                             – method 4: we know two values, at two temperatures, of the equilibrium
                           constant and the molar  specific heat  capacities at constant pressure of the
                           components as a function of the temperature:
                             – method 5: we know other, judiciously-chosen equilibrium constants.
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