1990
DOI: 10.1007/bf00721791
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Probability estimators for Weibull statistics of the failure strengths of brittle powder compacts

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Cited by 14 publications
(3 citation statements)
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“…The modulus of elasticity was also evaluated measuring the deflection of the bars in correspondence to the middle of the surface subjected to tensile stress, by an extensometer integral with the bending fixture. The average flexural strength, σ, was calculated and Weibull's modulus, m, was evaluated via the least squares method and linear regression analysis, adopting P n = (i−0.5)/N, 13 as the probability estimator.…”
Section: Experimentalsmentioning
confidence: 99%
“…The modulus of elasticity was also evaluated measuring the deflection of the bars in correspondence to the middle of the surface subjected to tensile stress, by an extensometer integral with the bending fixture. The average flexural strength, σ, was calculated and Weibull's modulus, m, was evaluated via the least squares method and linear regression analysis, adopting P n = (i−0.5)/N, 13 as the probability estimator.…”
Section: Experimentalsmentioning
confidence: 99%
“…The average flexural strength s was calculated, and Weibull's modulus m was evaluated via the least squares method and linear regression analysis, 18 adopting as the probability estimator P n 5(i20 . 5)/N, 19 where N is the number of strength measurements and i the ranking number, with i51 for the weakest specimen and i5N for the strongest.…”
Section: Methodsmentioning
confidence: 99%
“…Failure probability, P, is calculated by several assumptions in Ref. [22][23][24] , but Kirtay and Dispinar [25] suggested that the Hazen estimation is the most stable method, and is determined by an estimator given in Eq. 3;…”
Section: Overseas Foundrymentioning
confidence: 99%