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  • The Weibull distribution is commonly used as a lifetime distribution in reliability test. Between the most commonly used methods of parameter estimation we can include: least squares and maximum likelihood. In this paper we present the results of experiments aim at assessment of accuracy of these statistical estimation methods. In two-step test we used test data sets containing generated random values and data containing measured values of electrical resistance of electrically conductive adhesives. During the experiments we found that graphical method - Weibull plot and Weibull hazard plot - are relatively easily constructible and sometimes more accurate than the maximum likelihood method.
  • The Weibull distribution is commonly used as a lifetime distribution in reliability test. Between the most commonly used methods of parameter estimation we can include: least squares and maximum likelihood. In this paper we present the results of experiments aim at assessment of accuracy of these statistical estimation methods. In two-step test we used test data sets containing generated random values and data containing measured values of electrical resistance of electrically conductive adhesives. During the experiments we found that graphical method - Weibull plot and Weibull hazard plot - are relatively easily constructible and sometimes more accurate than the maximum likelihood method. (en)
Title
  • Estimation of Weibull Distribution Parameters in Reliability Applications
  • Estimation of Weibull Distribution Parameters in Reliability Applications (en)
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  • Estimation of Weibull Distribution Parameters in Reliability Applications
  • Estimation of Weibull Distribution Parameters in Reliability Applications (en)
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  • RIV/68407700:21230/11:00182073!RIV12-MSM-21230___
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  • 198013
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  • RIV/68407700:21230/11:00182073
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  • Weibull Distribution; Parameter Estimation; Aplication (en)
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  • [B17F02DEC869]
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  • Plzeň
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  • Kudláček, Ivan
  • Tučan, Marek
  • Žák, Pavel
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  • Západočeská univerzita v Plzni
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  • 978-80-261-0020-1
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  • 21230
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