Page 153 - Reliability and Maintainability of In service Pipelines
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Case Studies on the Application of Structural Reliability 139


           the nominal value can reduce the lifetime of the pipeline system by more than
           19 years (Fig. 5.9). This is expected to an extent, given that the thinner the pipe
           wall, the sooner depth of corrosion reaches the wall thickness of the pipe.
           Consequently, should there be any defects along the pipe wall an increased depth
           of corrosion is likely to lead to failure. Regardless of the limit state it is being
           designed for, the impact of wall thickness upon the system failure of the pipeline
           is significant (Fig. 5.9). Generally, choosing a wall thickness that is changed from
           its nominal value to either a higher or lower value drastically changes the service
           life of the pipeline.
             The effect of mechanical properties of steel of pipe on pipe system failure is
           also of interest. Therefore, two more different values for the yield strength of the
           selected pipeline have been studied. Considering the same experimental condition
           and 5% acceptable probability of failure, a high strength structural steel water pipe
           with nominal yield strength of 475 MPa can operate safely up to 61 years longer
           than a steel pipe with 275 MPa tensile strength (Fig. 5.10). From this result, it can
           be seen that using a higher grade of steel for water pipes (i.e., higher yield strength)
           is generally beneficial; however, this would be more costly in practice.
             In order to study the effect of corrosion on the service life of the pipeline, the
           sensitivity analysis must be applied to both the corrosion factors used as part of
           the nonlinear corrosion model in Eq. (5.18). As can be seen from the results illus-
           trated in Figs. 5.11 and 5.12, the multiplication factor a has less impact on pipe-
           line failure than its exponential counterpart b. For example, a decrease in a for an
           allowed probability of 0.05 increases the time of failure by 52 years in compari-
           son with the nominal value (Fig. 5.11). For the same scenario, a 0.5 increase to
           the exponential factor b decreases the time to failure by approximately 66 years,
           proving that it is highly influential on pipeline failure (Fig. 5.12). It reveals that
           corrosion is a significant factor when considering the design of pipelines with
           long service lives.
             Amongst the four random variables tested, the effect of a and b on the failure of
           pipelines is quite remarkable. The difference shown on each of these graphs for
           these variables indicates that the sensitivity of failure for studied pipelines is
           dependent on the values of these parameters. Accordingly, greater care should be
           taken when selecting the values for these variables in future studies.
             Overall, this study indicates the importance of random variables on the system
           failure of buried steel water pipelines, as well as the considerable impact that the
           corrosion process can have over time. Similarly, existing literature also forms
           relationships between the probability of pipeline failure and time. Where this
           study differs is through applying a time-dependent deterioration method to the
           limit states set out in pipeline design manuals. The proposed methodology utilized
           the multifailure concept in order to fill the existing gap in similar researches,
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