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- W258111597 abstract "Material parameters (inert and fatigue) are obtained from naturally flawed specimens. If the inert strength parameters characterizing the two-parameter Weibull cumulative distribution function are known, the fatigue parameters for the power, Paris, and Walker subcritical crack growth equations can be obtained from the appropriate rupture data of standard uniaxial test specimens loaded in static, dynamic, or cyclic fatigue. Equations are developed for fatigue parameter analysis using the least-squares best-fit and/or the maximum likelihood estimation method. When the inert parameters are unknown and only subcritical crack growth rupture data are available, the material parameters defining the specimen`s cumulative distribution function are obtained via the median deviation method. Example problems are included." @default.
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- W258111597 date "1996-03-01" @default.
- W258111597 modified "2023-09-27" @default.
- W258111597 title "Fatigue Parameter Estimation Methodology for Power and Paris Crack Growth Laws in Monolithic Ceramic Materials" @default.
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