Failure prediction techniques based on Weibull model

The time for the occurrence of failure in a machine has been predicted using a Weibull model. The model uses the information of past failures and fits it into a probability distribution that yields a prediction of future failures. The operational data used for analysis is a seri...

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Main Author: Naganathan, Arvind
Other Authors: Er Meng Joo
Format: Theses and Dissertations
Language:English
Published: 2014
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Online Access:http://hdl.handle.net/10356/59941
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Institution: Nanyang Technological University
Language: English
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spelling sg-ntu-dr.10356-599412023-07-04T15:41:08Z Failure prediction techniques based on Weibull model Naganathan, Arvind Er Meng Joo School of Electrical and Electronic Engineering DRNTU::Engineering The time for the occurrence of failure in a machine has been predicted using a Weibull model. The model uses the information of past failures and fits it into a probability distribution that yields a prediction of future failures. The operational data used for analysis is a series of failure times procured from an industrial machine used in a manufacturing system. This thesis discusses three methods of parametric estimation of the Weibull distribution, namely the maximum likelihood estimation, the method of moments, and the least squares method, and compares their errors in estimation and develops a graphical approach to help choose the right method for the right application. In addition, for the maximum likelihood estimation method, we modify the data set into an interval censored set of data and estimate the parameters for various observation lengths. The error for various observation lengths has been plotted and a tradeoff is developed between inspection load and error. This helps to choose an optimal value of the observation length. Finally, a time-to-failure prediction based on the estimated parameters is done. Master of Engineering 2014-05-21T01:08:50Z 2014-05-21T01:08:50Z 2013 2013 Thesis http://hdl.handle.net/10356/59941 en 73 p. application/pdf
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic DRNTU::Engineering
spellingShingle DRNTU::Engineering
Naganathan, Arvind
Failure prediction techniques based on Weibull model
description The time for the occurrence of failure in a machine has been predicted using a Weibull model. The model uses the information of past failures and fits it into a probability distribution that yields a prediction of future failures. The operational data used for analysis is a series of failure times procured from an industrial machine used in a manufacturing system. This thesis discusses three methods of parametric estimation of the Weibull distribution, namely the maximum likelihood estimation, the method of moments, and the least squares method, and compares their errors in estimation and develops a graphical approach to help choose the right method for the right application. In addition, for the maximum likelihood estimation method, we modify the data set into an interval censored set of data and estimate the parameters for various observation lengths. The error for various observation lengths has been plotted and a tradeoff is developed between inspection load and error. This helps to choose an optimal value of the observation length. Finally, a time-to-failure prediction based on the estimated parameters is done.
author2 Er Meng Joo
author_facet Er Meng Joo
Naganathan, Arvind
format Theses and Dissertations
author Naganathan, Arvind
author_sort Naganathan, Arvind
title Failure prediction techniques based on Weibull model
title_short Failure prediction techniques based on Weibull model
title_full Failure prediction techniques based on Weibull model
title_fullStr Failure prediction techniques based on Weibull model
title_full_unstemmed Failure prediction techniques based on Weibull model
title_sort failure prediction techniques based on weibull model
publishDate 2014
url http://hdl.handle.net/10356/59941
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