Reliability Model for Compressor Failure
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Transcript of Reliability Model for Compressor Failure
Reliability Model for Compressor Failure
SMRE Term Project
Paul Zamjohn
August 2008
ProposalCompressor Failure Data: Case 2.16 of Blischke-DATA
Data on “large air compressors” for a military base near the seacoast will be analyzed to determine the probabilistic failure structure. Air compressors require “bleeding” prior to operation to function properly, the data below represents failure due to binding in the bleed system. Salt air due to proximity to the ocean is believed to be a major contributor, nothing is known about other variables and their impact to reliability.
Analysis will include:
•Generating the descriptive statistics•Selecting the distribution that best describes the data and the distribution
parameters•Calculating the failure probability density function (f) •Calculate the cumulative distribution function (F)•Calculating the survival probability function (R)•Calculating the hazard function (z)•Determining the MTTF•Perform Monte Carlo simulation to model and assess reliability
Operating time for 202 compressors (failed and unfailed units)operating hours frequency
0-200 0201-300 2301-400 0401-500 0501-600 2601-700 2701-800 10801-900 26
901-1000 271001-1100 221101-1200 241201-1300 241301-1400 111401-1500 111501-1600 201601-1700 81701-1800 41801-1900 21901-2000 32001-2100 32101-2200 1
Compressor Failure Data
20001000500
99.9
90
50
10
1
0.1
Start
Perc
ent
20001000500
99.9
99
90
50
10
1
0.1
StartP
erc
ent
100001000100101
99.9
90
50
10
1
0.1
Start
Perc
ent
100001000
99.9
99
90
50
10
1
0.1
Start
Perc
ent
Weibull0.971
Lognormal0.952
Exponential*
Loglogistic0.954
Correlation Coefficient
Probability Plot for StartLSXY Estimates-Arbitrary Censoring
Weibull Lognormal
Exponential Loglogistic
Comparison of Monte Carlo vs.Equation
0.0000
0.2000
0.4000
0.6000
0.8000
1.0000
1.2000
250 500 750 1000 1250 1500 1750 2000
(hours)
MC
EQ
Failure vs. Reliability Function Probability Distribution Function
Hazard (failure) Rate Monte Carlo Simulation vs. Equation