Page 137 - Corrosion Engineering Principles and Practice
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112    C h a p t e r   5                                                                    C o r r o s i o n   K i n e t i c s   a n d   A p p l i c a t i o n s   o f   E l e c t r o c h e m i s t r y    113


                         Coupon  immersion  tests  confirmed  the  long-term  predictions.
                      Slight  attack  was  found  under  the  artificial  crevice  formers  in  the
                      complete liquid exposure. The practical conclusion of this in-service
                      study was that, since localized corrosion often takes time to develop,
                      a few days of exposure to this chemical product could be acceptable.
                      However,  it  was  recommended  to  avoid  long-term  exposure  since
                      both  pitting  and  crevice  corrosion  would  be  expected  for  longer
                      exposure periods.

                      Linear Polarization Resistance.  Another widely used polarization method
                      is linear polarization resistance (LPR). The polarization resistance of a
                      material  is  defined  as  the  ∆E/∆i  slope  of  a  potential-current  density
                      curve at the free corrosion potential (Fig. 5.21), yielding the polarization
                      resistance R  that can be itself related to the corrosion current (i ) with
                                p
                                                                         corr
                      the help of the Stern-Geary approximation in Eq. (5.22) [8].
                                         R =  B  =  (∆ E)                  (5.22)
                                           p  i corr  (∆ i)  ∆ E→0
                      where R  is the polarization resistance
                             p
                            i corr  is the corrosion current
                            B  is an empirical polarization resistance constant that can be
                             related to the anodic (b ) and cathodic (b ) Tafel slopes with
                                                 a
                                                                c
                             Eq. (5.23).
                                                  ⋅
                                           B =   b b c                     (5.23)
                                                 a
                                               2 3. ( b +  b )
                                                     c
                                                  a
                                                     0.3
                                                       Slope = R p
                                                     0.2

                       Polarization (E–E corr )  20  15  10  5  0  0  –5  –10  –15  –20
                                                     0.1





                                                     –0.1

                                                     –0.2


                                                     –0.3
                                              Current density
                      FIGURE 5.21  Hypothetical linear polarization plot.
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