MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by...

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MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, L td) Hiroshi Sakuda (Kansai Electric Power Co., Inc) at 5TH KOREA-JAPAN PSA WORKSHOP, SEOUL

Transcript of MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by...

Page 1: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

MHI1

Development of Quantitative ReliabilityCentered Maintenance Method

April   27-28,1999

byShinya Kamata (Mitsubishi Heavy Industries, Ltd)

     Hiroshi Sakuda (Kansai Electric Power Co., Inc)

at 5TH KOREA-JAPAN PSA WORKSHOP, SEOUL  

Page 2: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

MHI

Contents

1. Overview of RCM

2. RCM evaluation procedure

3. Approaches with consideration of aging effects

4. Maintenance selection logic

5. Trial evaluation

6. Conclusion

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Page 3: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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1. Overview of RCM

 

• Increase of plant operation time

• Increase of PM cost• Lack of maintenance staffs  

Failureexperiences

Sys. Reliability Analysis

PSAinformation

RCM

Optimizationof PM

Expertjudgment

PM : Preventive Maintenance

RCM : Reliability Centered Maintenance

Background

Reduction of PM cost

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Page 4: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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1. Overview of RCM

Basic concept

Optimize maintenance task selection based on system reliability and plant safety

Reflect the aging effects and failure experiences of components

Reduce maintenance tasks and cost

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Page 5: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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 2. RCM evaluation procedure

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Selection ofSystem

Evaluation of Sys. Reliability PSA

ComponentImportance

Selection of PM strategy

MaintenanceFailure

Experiences

Re-evaluation of Sys. Reliability

Alteration of PM strategy

Alteration of PM strategy

NoNew

Strategy   isAcceptedYes

TargetSatisfied?

TargetSatisfied?No Yes

CostEvaluation

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2. RCM evaluation procedure

The difference between EPRI RCM and Quantitative RCM

      method items EPRI RCM Quantitative RCM

Reliabilityanalysis FMEA (FTA)

  FTA, F-V importance,  PSA information

Optimizationof PM interval Expert judgment

Evaluation of Sys. unavailability change based on alteration of PM interval

Reflectionof failure

experiences

Expert judgmentbased on critical

failures experiences

    Aging Model based on    Weibull function

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Page 7: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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3. Approaches with consideration of aging effects

 

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Survey of aging failureex.,erosion,corrosion,leak,crack…..

FailureDB

                

Occurrence history ofcomponent failures

Fitting curve by Weibull functionWeibull chart

Cumulativefailurefrequency

    1  lnln    R(t)

F(t)

time(lnt) time

        tm

F(t)=1-exp -        t0

F(t) : Failure distribution   functionm : shape parametert0 : scale parameter

・・・・・

・ ・

・・・・・

Aging model

Page 8: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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3. Approaches with consideration of aging effects  

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Establishment ofF(t) in a failure mode         tm

F(t)=1-exp -            t0

λ0→Q0   λN→QN

ΔQ=QN-Q0

ΔQ:Sys. unavailability   changeΔQ<εor ΔQ>ε

λ(T)=F(t)/   (1-F(t))dt a=λ(TN)/ λ(T0)λN=aλ0(failure rate for new      interval)

λ(t)        F(t)λ(T)=       (1-F(t))dt

T0 TN time

Q : Sys. unavailabilityε : permitted value of ΔQ

λ0 : Basic failure rate T : Replacement interval

Failure rate model

T∫ 0

T∫ 0

Page 9: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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4. Maintenance selection logic

Rank C

CD

Rank A,B CD ? TD ?

Rank DRe-evaluation

of Q

Survey ofinterval

extension

Survey forrepeal of PM

ΔQ<ε keepinginterval

・ New interval ・ Repeal of PM

・ Facilities   improvement ・ FFT

No No

Yes Yes

No

Yes

A ~ D component importance    rank

CD : Condition Directed PM TD : Time Directed PMFFT : Failure Finding Task

Logic tree analysis

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Page 10: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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Example of RCM Results for PWR plant

Evaluate the effect of the alteration of the replacement   interval on system reliability in Residual Heat

Removal   system (main 12 components)

     case1 : RHR pump (2years 5years)          MOV (10years 15years),AOV(4years

6years)     case2 : RHR pump (2years 5years)          MOV (10years 20years),AOV(4years

8years)

       

5.Trial evaluation

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• Sys. Reliability : Not meaningful change• Cost reduction : Effective           

Results

Page 11: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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5. Trial evaluation

 

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• Visual information of ΔQ and ΔC • Survey for several PM programs• Ground for PM mitigation and cost optimization• Reduction of PM management

ΔQ : Sys. Unavailability changeΔC : Cost change ε   : Permitted valve of ΔQ

• Advantages of RCM-proto type system

ΔQ(%)

ε

0.0

-3.00.0 ΔC(%)

3.0

-50.0 50.0

Page 12: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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5. Trial evaluation

  Output image for Logic Tree Analysis

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Page 13: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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5. Trial evaluation

Output image for the relation betweenΔQ and ΔC

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Page 14: MHI 1 Development of Quantitative Reliability Centered Maintenance Method April 27-28,1999 by Shinya Kamata (Mitsubishi Heavy Industries, Ltd) Hiroshi.

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6. Conclusion

1. Development of quantitative RCM method ・ Approaches with consideration of aging effects ・ RCM procedure based on Sys.reliability and pl

ant   safety ・ Trial application of the method to PM programs 2. Future subjects ・ Development of component failure DB ・ Combination with deterministic information (ex, service life,and operation environment of the component)

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