Imperfect inspection optimization for a two-component system subject to hidden and two-stage revealed failures over a finite time horizon

•A two-component system subject to hidden and two-stage revealed failures is studied.•Each revealed failure increases the occurrence rate of hidden failure.•Both periodic and opportunistic inspection may be imperfect.•The goal is to find the optimal periodic inspection interval that minimizes total...

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Published inReliability engineering & system safety Vol. 174; pp. 141 - 156
Main Authors Seyedhosseini, Seyed Mohammad, Moakedi, Hamid, Shahanaghi, Kamran
Format Journal Article
LanguageEnglish
Published Barking Elsevier Ltd 01.06.2018
Elsevier BV
Subjects
Computer simulation
Computing costs
Electric power distribution
Failure
Failure analysis
Fault diagnosis
Finite element analysis
Hidden failures
Imperfect inspection
Inspection
Inspections
Mathematical models
Optimal inspection interval
Optimization
Reliability engineering
Simulation
Two-component system
Two-stage revealed failures
Optimal inspection interval
Two-component system
Imperfect inspection
Two-stage revealed failures
Hidden failures
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Abstract •A two-component system subject to hidden and two-stage revealed failures is studied.•Each revealed failure increases the occurrence rate of hidden failure.•Both periodic and opportunistic inspection may be imperfect.•The goal is to find the optimal periodic inspection interval that minimizes total cost.•Recursive formulation is supplied for creating expected values applied in simulation. In this paper, a two-component system is considered. The first component's failure is hidden; i.e., it does not make the system stop. The second component has three possible states, healthy, defective, and failed. The failed state is revealed; i.e., it causes the system stop. Thus, each revealed failure causes a shock on the first component and increases its failure rate. The system is periodically inspected to identify defects and hidden failures. The first component is also opportunistically inspected whenever the second component reveals its failure. Inspections may be imperfect. The goal is to find the optimal periodic inspection interval which minimizes total cost on a finite time horizon. The inspection model is first formulated mathematically. Then, due to the complexity of numerical computing, a simulation algorithm is developed to calculate the expected total cost. The proposed approach is demonstrated through a numerical example for an electrical distribution system.
AbstractList In this paper, a two-component system is considered. The first component's failure is hidden; i.e., it does not make the system stop. The second component has three possible states, healthy, defective, and failed. The failed state is revealed; i.e., it causes the system stop. Thus, each revealed failure causes a shock on the first component and increases its failure rate. The system is periodically inspected to identify defects and hidden failures. The first component is also opportunistically inspected whenever the second component reveals its failure. Inspections may be imperfect. The goal is to find the optimal periodic inspection interval which minimizes total cost on a finite time horizon. The inspection model is first formulated mathematically. Then, due to the complexity of numerical computing, a simulation algorithm is developed to calculate the expected total cost. The proposed approach is demonstrated through a numerical example for an electrical distribution system.
•A two-component system subject to hidden and two-stage revealed failures is studied.•Each revealed failure increases the occurrence rate of hidden failure.•Both periodic and opportunistic inspection may be imperfect.•The goal is to find the optimal periodic inspection interval that minimizes total cost.•Recursive formulation is supplied for creating expected values applied in simulation. In this paper, a two-component system is considered. The first component's failure is hidden; i.e., it does not make the system stop. The second component has three possible states, healthy, defective, and failed. The failed state is revealed; i.e., it causes the system stop. Thus, each revealed failure causes a shock on the first component and increases its failure rate. The system is periodically inspected to identify defects and hidden failures. The first component is also opportunistically inspected whenever the second component reveals its failure. Inspections may be imperfect. The goal is to find the optimal periodic inspection interval which minimizes total cost on a finite time horizon. The inspection model is first formulated mathematically. Then, due to the complexity of numerical computing, a simulation algorithm is developed to calculate the expected total cost. The proposed approach is demonstrated through a numerical example for an electrical distribution system.
Author Seyedhosseini, Seyed Mohammad
Moakedi, Hamid
Shahanaghi, Kamran
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Keywords Optimal inspection interval
Two-component system
Imperfect inspection
Two-stage revealed failures
Hidden failures
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Snippet •A two-component system subject to hidden and two-stage revealed failures is studied.•Each revealed failure increases the occurrence rate of hidden...
In this paper, a two-component system is considered. The first component's failure is hidden; i.e., it does not make the system stop. The second component has...
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SubjectTerms Computer simulation
Computing costs
Electric power distribution
Failure
Failure analysis
Fault diagnosis
Finite element analysis
Hidden failures
Imperfect inspection
Inspection
Inspections
Mathematical models
Optimal inspection interval
Optimization
Reliability engineering
Simulation
Two-component system
Two-stage revealed failures
Title Imperfect inspection optimization for a two-component system subject to hidden and two-stage revealed failures over a finite time horizon
URI https://dx.doi.org/10.1016/j.ress.2018.02.024
https://www.proquest.com/docview/2063862950
Volume 174
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