Computer Assisted Fault Tree Analysis Via Fuzzy Set Theory


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Computer-assisted Fault Tree Analysis Via Fuzzy Set Theory


Computer-assisted Fault Tree Analysis Via Fuzzy Set Theory

Author: Shengping Feng

language: en

Publisher:

Release Date: 1996


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Linguistic Methods Under Fuzzy Information in System Safety and Reliability Analysis


Linguistic Methods Under Fuzzy Information in System Safety and Reliability Analysis

Author: Mohammad Yazdi

language: en

Publisher: Springer Nature

Release Date: 2022-03-10


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This book reviews and presents a number of approaches to Fuzzy-based system safety and reliability assessment. For each proposed approach, it provides case studies demonstrating their applicability, which will enable readers to implement them into their own risk analysis process. The book begins by giving a review of using linguistic terms in system safety and reliability analysis methods and their extension by fuzzy sets. It then progresses in a logical fashion, dedicating a chapter to each approach, including the 2-tuple fuzzy-based linguistic term set approach, fuzzy bow-tie analysis, optimizing the allocation of risk control measures using fuzzy MCDM approach, fuzzy sets theory and human reliability, and emergency decision making fuzzy-expert aided disaster management system. This book will be of interest to professionals and researchers working in the field of system safety and reliability, as well as postgraduate and undergraduate students studying applications of fuzzy systems.

Fault and Event Tree Analyses for Process Systems Risk Analysis: Uncertainty Handling Formulations


Fault and Event Tree Analyses for Process Systems Risk Analysis: Uncertainty Handling Formulations

Author: Refaul Ferdous

language: en

Publisher: Infinite Study

Release Date:


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Quantitative risk analysis (QRA) is a systematic approach for evaluating likelihood, consequences, and risk of adverse events. QRA based on event (ETA) and fault tree analyses (FTA) employs two basic assumptions. The first assumption is related to likelihood values of input events, and the second assumption is regarding interdependence among the events (for ETA) or basic events (for FTA).