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98 Reliability and Maintainability of In-Service Pipelines


           accounts for missing points utilizing pattern recognition. Zhou et al. (2009) devel-
           oped a pipe condition ranking method using a heuristic outranking method that
           constructs an outranking relation for a particular criterion and uses this relation to
           give ranks to each pipe.
              A main difference between the heuristic models and other deterioration models
           is incorporating engineering knowledge rather than data parameters that affect a
           pipe. This procedure can be considered as a reliable method to illustrate failure
           risks with limited or no pipe data. However, application of this methodology is lim-
           ited due to its simplicity and the fact that any type of pipe material can be analyzed.
           In general, heuristic models can be used as a first step in the determination of fail-
           ure rates if no other mathematical models are available (Clair and Sinha 2012).
              Table 3.1 presents a brief discussion and comparison of all six of the above-
           mentioned models. As a summary, it can be seen from the above discussion and
           comparisons that of all these models and methods, one significant feature of pipe
           failure has not been considered explicitly in one single method in full. A review
           of most recent research literature (Sadiq et al. 2004; Moglia et al. 2008; Yamini
           2009; Clair and Sinha 2012) also suggests that in most reliability analyses for bur-
           ied pipes, multifailure modes are rarely considered; while the real condition in
           practice, necessitates consideration of multifailure modes analysis.



           TABLE 3.1 Comparison of Pipe Deterioration Models
           Model     When to be    Input Variables  Advantages of the  Disadvantages of
                     Applied                      Model         the Model
           Deterministic  The failure modes  Deterministic  Predict an average  Applicability of each
           models    and mechanisms of parameters taken  single value of a  individual model is
                     the pipe      from laboratory tests dependent variable  restricted to a
                     deterioration is  or experiment            specific location
                     well understood
           Probabilistic  Historical failure or Random variables  Entails the  Failure mechanism
           models    inspection data is  which affect the  prediction for  should be well
                     limited or    pipe performance  databases that have  understood and
                     unavailable                  very little   deterioration
                                                  information   formulation should
                                                                be available
           Statistical  Sufficient historical  Pipe infrastructure  Applicability to be  Applicability is
           models    failure or condition data, Condition of  used for all types of  limited when
                     data are available  pipe ranking  pipe materials  considering newer
                                                                pipes or pipes with
                                                                an insufficient
                                                                historical database,
                                                                not suitable for
                                                                modeling the actual
                                                                deterioration process
                                                                of pipe
                                                                      (Continued )
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