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Stress Intensity Factor for a Circumferential Crack in a Finite Length Cylinder under Arbitrarily Distributed Stress on Crack Surfaces by Weight Function Method

机译:应力函数法研究裂纹表面任意分布应力下有限长圆周圆周裂纹的应力强度因子

摘要

A weight function which can be applied in evaluating the stress intensity factor of a circumferential crack in a finite length cylinder under arbitrarily distributed stress on crack surfaces was derived based on the closed form stress intensity factor equation previously developed by the authors. The effects that structural parameters, such as cylinder length, and stress distribution have on the stress intensity factor can be easily evaluated systematically by applying this weight function. The validity of the weight function was confirmed by numerical examples for linear, uniform and quadratic stress distribution. From these examples, the effect that cylinder length has on the stress intensity factors for these stress distributions was quite large, and the weight function derived in this paper will give a practical solution to these problems.
机译:基于作者先前建立的闭合形式应力强度因子方程,推导了一个加权函数,该函数可用于评估任意长度的裂纹表面上有限长圆柱体中周向裂纹的应力强度因子。通过应用此权重函数,可以轻松地系统地评估结构参数(如圆柱体长度和应力分布)对应力强度因子的影响。权重函数的有效性通过数值示例证明了线性,均匀和二次应力分布。从这些示例中,圆柱长度对这些应力分布的应力强度因子的影响非常大,本文得出的权函数将为这些问题提供切实可行的解决方案。

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