Page 69 - Corrosion Engineering Principles and Practice
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50    C h a p t e r   4                                                                                                   C o r r o s i o n   T h e r m o d y n a m i c s    51




                                               +1.11 V    Hi
                                                          Lo



                                                               Copper

                                 Zinc







                                         Zn 2+         Cu 2+
                                     SO 4 2–         SO 4 2–

                      FIGURE 4.1  Daniell cell instrumented to read its equilibrium potential.





                         The free energy change in a galvanic cell, or in a spontaneous cell
                      reaction,  is  negative  and  the  positive  cell  voltage  is  a  measure  of
                      available  energy.  The  opposite  is  true  in  an  electrolytic  cell  that
                      requires the application of an external potential to drive the electrolysis
                      reaction, in which case E  would be negative.
                                           cell
                         Other  thermodynamic  quantities  can  be  derived  from  electro-
                      chemical measurements. For example, the entropy change (∆S) in a
                      cell reaction is given by the temperature dependence of ∆G:

                                            ∆S = −   ∂ ∂ ∆G             (4.4)
                                                 
                                                   T 
                                                      P
                         Hence

                                            ∆S =  nF   ∂ E              (4.5)
                                                   ∂
                                                  
                                                    T
                                                      P
                         And
                                    ∆H =  ∆G T ∆S =  nF T       ∂ E   −  E       (4.6)
                                            +
                                                        ∂ T P  
                      where ∆H is the enthalpy change and T the absolute temperature in
                      degrees Kelvin (K).
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