Abstract

This paper discusses the procedure of integrating importance measures into fault tree analysis. Importance measures (IM) are analytical tools developed to quantitatively appraise the contribution of a plant component towards the overall risk. As part of safety assessment, this method can be used to rank and identify the root cause of undesired events. The critical component is usually prioritised in order to improve the reliability of the system. Fussell-Vesely (FV) importance measure is one of the most commonly used IM. This method is applied to a case study involving typical toxic prevention barriers based on an LNG liquefaction plant. This paper also includes event ranking using other IM.

Highlights

  • The process industry is a highly complex system with diverse equipment and operating procedures

  • The objective of this paper is to present an application of Fussell-Vesely measure to a case study and compare with other importance measures (IM)

  • Birnbaum importance measure (BIM) measures the difference between the system reliability when the component (xi) is totally faulty and when the component (xi) is working perfectly, or the change in total risk in the system resulting from the probability change of an individual basic event from 1 to 0

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Summary

Introduction

The process industry is a highly complex system with diverse equipment and operating procedures. Several risk-based approaches have been used to classify systems, sub-systems, and equipment to prioritise inspection and maintenance in a processing plant [1]. Probabilistic safety assessment is one of the strategies for prioritising maintenance, and a class of technique within this category is the risk importance measures (IM). The objective of this paper is to present an application of Fussell-Vesely measure to a case study and compare with other IM.

Fault tree analysis
Minimal cut set
Importance measure
Birnbaum Importance Measure
Criticality Importance Measure
Risk Achievement Worth
Risk Reduction Worth
Fussell-Vesely Importance Measure
Differential Importance Measure
Case study
Fussell-Vesely importance measure
Conclusion
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