2014
DOI: 10.12816/0027882
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Etude Expérimentale et Analyse Probabiliste du Comportement à la Rupture en Traction de Composites Verre-Perlon-Acrylique à Usage Orthopédiqu

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Cited by 2 publications
(4 citation statements)
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“…The Weibull parameter (m) is used to assess the distribution of structural defects in the material: when m < 20, then the brittle failure of the material is due to the stress on the material [62]. This parameter m is deduced from the graphical solution of Equation ( 12) considered as an equation of the type Y = mx + 1 with Y = ln ð−ln ð1 − P r ÞÞ, mx = m ln ðσÞ, b = m ln ðσ 0 Þ [63].…”
Section: Mechanical Characterisation Of Ep-rvf In Three-pointmentioning
confidence: 99%
“…The Weibull parameter (m) is used to assess the distribution of structural defects in the material: when m < 20, then the brittle failure of the material is due to the stress on the material [62]. This parameter m is deduced from the graphical solution of Equation ( 12) considered as an equation of the type Y = mx + 1 with Y = ln ð−ln ð1 − P r ÞÞ, mx = m ln ðσÞ, b = m ln ðσ 0 Þ [63].…”
Section: Mechanical Characterisation Of Ep-rvf In Three-pointmentioning
confidence: 99%
“…Similar results have been observed for various tropical hardwood species in the literature. 53 The Weibull modulus (m) of between 4.34 and 9.87 shows that the material has a fracture rate comparable to that of Andiroba, 65 Azobé 66 and Gmelina arborea, which is an angiosperm of the Lamiaceae family and the genus Gmelina. 48 In view of these results, the woods studied could be an alternative to these species for construction applications such as parquetry, staircases, joinery, and in the furniture industry for cabinetmaking, turning, veneering and structural purposes, 22 Standard.…”
Section: Mechanical Propertiesmentioning
confidence: 98%
“…is estimated using the mean rank approximation (Herd Johnson approximation), 53 where f(x) is the density of the two-parameter Weibull distribution, β is the shape parameter of the distribution (β = m), x is the independent variable, α is the shape parameter of the distribution, Pr is the probability of failure, m is the Weibull parameter, X and X 0 are the experimental and normalisation magnitudes (MPa) respectively (X and X 0 are E and E 0 for modulus, σ and σ 0 for stress), i is the sample rank, and N is the size of the distribution.…”
Section: Mechanical Characterisationmentioning
confidence: 99%
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