Page 112 - [B._MURPHY,_C._MURPHY,_B._HATHAWAY]_A_working_meth
P. 112

96                                                   Chapter 7
             a knowledge of the relative position of each species within the
             Electrochemical Series, as shown in Table 6.2 of Chapter 6.
          6. Having  established  the  exact  reduced  species  and  the  exact
             oxidised species at the electrodes, write down the cathode and
             anode  half-reactions,  remembering (as for  galvanic cells) that
             reduction  takes place at the cathode, and that  oxidation  takes
             place at the anode, i.e. 'CROA'  and 'OILRIG'.
          7.  Balance the two half-reactions, so that the number of electrons
             transferred  is  the  same  for  both,  and  from  these  reactions,
             determine the net cell reaction
          8. Draw the electrolytic cell (Figure 7.3).
             Label clearly: (a) the anode (LHE) and the cathode (RHE); (b)
             the direction of current, I; (c) The direction of electrons; (d) the
             direction of ion flow, as derived from the half-cell reactions in
             step 6.
          9. Re-read  the  question,  to  see  exactly  what  you  are  asked  to
             determine.
         10. Apply Faraday's Second Law of Electrolysis:
                           Mn+ + ne+M*
                         =+ nF     --+  1 mol of  M
                            1F     -+  l/n mol of M
                           96 500 C --+  l/n moles of M






             where  Q  =  charge  (measured in  coulombs,  C),  I  = current
             (measured in amperes, A); t  = time (measured in seconds, s).
          11.  Answer any riders to the question:
             (a) Standard state conditions: most stable state at 25 "C (298 K)
                and 1 bar pressure.
             (b) 1  mol of an ideal gas at 25 "C (298 K) and  1  bar pressure
                occupies 24.8 dm3.





                Remembered by 'Peas and Vegetables go on the Table!'
             (d) pH = -loglo[H,O+];  pOH = -l~glo[OH-]; pH + pOH = 14
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