Page 521 - Marine Structural Design
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Part IV

                                                                Structural Reliability



                 Chapter 28  Probability and Risk Based Inspection Planning

                 28.1  Introduction

                 In-service inspections of marine structures are carried out in order to assure structural integrity.
                 To optimize the in-service inspections, it is necessary to deal with the uncertainties in design,
                 fabrication and damage detection as well as the adequacy of examining only limited amount of
                 critical elements. Many efforts have been devoted to reliability updating through inspection
                 and repair, see Moan (1993, 1997), Xu  and  Bea (1987). Moan  and Song (1998), Song and
                 Moan  (1998)  have  studied  inspection  updating  based  on  system  consideration. Uses  of
                 probability-based inspection in other engineering fields are given by e.g. Yazdan and Albrecht
                 (1 990).
                 Risk assessment can be used  as a valuable tool to assigning priorities among inspection and
                 maintenance activities. A throughout discussion of risk assessment is given in Part V of this
                 book. This Chapter shall present the following:
                  Concepts of Risk Based Inspection
                  Reliability Updating Theory for Probability Based Inspection
                  Risk-Based Inspection Examples
               . Risk-Based Optimum Inspection

               28.2  Concepts for Risk Based Inspection Planning

               In general, the dimensions of risk can be considered in the following three main categories:
                    Personnel risk
                       Fatality risk
                       Impairment risk
                    Environmental risk

                    Assetrisk
                       Material (structural) damage risk
                       Production delay risk
                 Risk is defined as
                     R=f(Pf,C)                                                       (28.1)
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