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Numerical correction of Weibull function's nomogram for three-point bending test

机译:三点弯曲试验的威布尔函数列线图的数值校正

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摘要

In this technical note the stress field in the three-point bending test is calculated by means of the finite element method. The emphasis is placed in the distortion, with regard to the elementary theory of beams, of the tensile stress in the vicinity of the application point of load. With the numerical values of the stress field calculated, the Evans function is corrected and new Weibull function's nomograms are obtained to evaluate the Weibull parameters. The new nomograms predict lower values of sigma_L and sigma_0, while the value of m is not modified.
机译:在本技术说明中,三点弯曲测试中的应力场是通过有限元方法计算的。关于梁的基本理论,重点放在载荷施加点附近的拉应力的变形。通过计算应力场的数值,校正Evans函数并获得新的Weibull函数的列线图,以评估Weibull参数。新的列线图预测sigma_L和sigma_0的值较低,而m的值未修改。

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