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Physical Chemistry     66



                                An equilibrium can also exist between the same species in two
                                different forms e.g. solid and liquid, liquid and gas. An
                                equilibrium constant may also be produced for each of these
                                systems.
                                The standard Gibbs free energy for the forward reaction is related
                                to the equilibrium constant by the expression:



                                The standard enthalpy change for the forward reaction can be
                                obtained from the variation of lnK with temperature:




                                The standard entropy change is then calculable as
                                                    .
                                The equilibrium position changes to oppose any perturbation to
                                the system, in accordance with Le Chatelier’s principle. Thus
                                increasing the pressure causes the equilibrium to shift to reduce
                                the overall pressure rise. Increasing the temperature causes the
                                equilibrium position to move in order to reduce the temperature
                                rise. Adding a reactant or a product causes a change in
                                equilibrium position that removes this species.
         Related topics         Thermochemistry (B3)   Ions in aqueous solution (E1)
                                Free energy (B6)       Thermodynamics of ions in
                                                       solution (E2)
                                Non-electrolyte solutions
                                (D1)



                                 Conditions of equilibrium

        For the general reaction:
           aA+bB→cC+dD
        the change in Gibbs free energy, ∆G (see Topic B6) for the reaction at a temperature, T,
        is given by


        where Q is the reaction quotient,
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