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Correlation between Weibull moduli for tensile and bending strength of brittle ceramics: a numerical simulation analysis based on a three-parameter Weibull distribution

机译:威布尔模量与脆性陶瓷拉伸强度和弯曲强度之间的相关性:基于三参数威布尔分布的数值模拟分析

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摘要

A numerical simulation was designed and performed to produce uniaxial tensile strength and three-point bending strength data. It was assumed that the specimen could be divided into many small units of volume for which the tensile strength followed a three-parameter Weibull distribution, characterized by the parameters m, sigma(0) and sigma(u). Statistical analysis of the strength data showed that the variation of the bending strength could be characterized by the explicit form of the three-parameter Weibull function as deduced from only the tensile test data. A strong correlation was found to exist between the Weibull modulus, m(E,B), estimated for the bending strength and that for tensile strength, m(E,T). The difference between m(E,B) and m(E,T) is dependent on m but independent of the ratio of sigma(0) to sigma(u). (C) 2003 Kluwer Academic Publishers. [References: 15]
机译:设计并进行了数值模拟,以产生单轴拉伸强度和三点弯曲强度数据。假定可以将试样分为许多小的体积单位,其抗拉强度遵循三参数威布尔分布,其特征在于参数m,sigma(0)和sigma(u)。强度数据的统计分析表明,抗弯强度的变化可以通过仅从拉伸试验数据得出的三参数威布尔函数的显式形式来表征。发现在估计的弯曲强度的魏布尔模量m(E,B)与拉伸强度的m(E,T)之间存在很强的相关性。 m(E,B)和m(E,T)之间的差异取决于m,但与sigma(0)与sigma(u)之比无关。 (C)2003 Kluwer学术出版社。 [参考:15]

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