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Four-Parameter Weibull Distribution with Lower and Upper Limits Applicable in Reliability Studies and Materials Testing
by
Kohout, Jan
in
Analysis
/ Approximation
/ bathtub-shaped hazard rate
/ curved Weibull plot
/ Datasets
/ lifetime
/ Localization
/ Materials
/ Materials engineering
/ Materials testing
/ Methods
/ Parameter estimation
/ Parameters
/ reliability
/ Reliability (Engineering)
/ Reliability analysis
/ Testing
/ time to breakdown
/ Weibull distribution
2023
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Four-Parameter Weibull Distribution with Lower and Upper Limits Applicable in Reliability Studies and Materials Testing
by
Kohout, Jan
in
Analysis
/ Approximation
/ bathtub-shaped hazard rate
/ curved Weibull plot
/ Datasets
/ lifetime
/ Localization
/ Materials
/ Materials engineering
/ Materials testing
/ Methods
/ Parameter estimation
/ Parameters
/ reliability
/ Reliability (Engineering)
/ Reliability analysis
/ Testing
/ time to breakdown
/ Weibull distribution
2023
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Do you wish to request the book?
Four-Parameter Weibull Distribution with Lower and Upper Limits Applicable in Reliability Studies and Materials Testing
by
Kohout, Jan
in
Analysis
/ Approximation
/ bathtub-shaped hazard rate
/ curved Weibull plot
/ Datasets
/ lifetime
/ Localization
/ Materials
/ Materials engineering
/ Materials testing
/ Methods
/ Parameter estimation
/ Parameters
/ reliability
/ Reliability (Engineering)
/ Reliability analysis
/ Testing
/ time to breakdown
/ Weibull distribution
2023
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Four-Parameter Weibull Distribution with Lower and Upper Limits Applicable in Reliability Studies and Materials Testing
Journal Article
Four-Parameter Weibull Distribution with Lower and Upper Limits Applicable in Reliability Studies and Materials Testing
2023
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Overview
A simply curved Weibull plot means that the studied data set has a three-parameter Weibull distribution with a non-zero location parameter representing the lower or the upper limit of the data set. This paper introduces a four-parameter Weibull distribution with both of these limits that can be applied in both reliability and materials engineering. A very reliable indicator of this distribution is the double-curved Weibull plot. The great advantage of this distribution is the fact that the corresponding hazard rate curve can be bathtub-shaped with a great ability to fit the measured data.
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