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Calculation of stress intensity factors for cracks in thick-walled cylinders using weight functions

机译:利用权函数计算厚壁圆筒裂纹的应力强度因子

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Recently published rules for construction of high pressure vessels (ASME Code, Sect. VIII, Div.3, 1998) allow one to perform fracture mechanics analyses using the weight function method for all types of cracks. When the weight function for a particular crack and body geometry is known, stress intensity factors for the crack subjected o arbitrary elastic stress distributions can be calculated. The method is usually faster than detailed finite element or other numerical stress analysis approaches and particularly suitable for fatigue crack growth analysis when considering steep stress gradients, pressure in the crack, and/or residual stresses. The paper outlines two weight function techniques that have been used to estimate the opening mode stress intensity factors, K_I, for cracks in thick-walled cylinders: the O-integral by Oore and Burns (1980a,b), and the weight function method by Shen and Glinka (1991a). An overview of solutions obtained with these weight functions for cracks at internal and external surfaces of a cylinder, as well as thread roots and cross-bores, is presneted; in some cases K_I values obtained with weight functions are compared with K_I values obtained using other techniques. The paper also mentions recent developments in each of these methods.
机译:最近发布的高压容器构造规则(ASME规范,第八节,第3节,1998年)允许人们使用权函数方法对所有类型的裂缝进行断裂力学分析。当已知特定裂纹的权重函数和车身几何形状时,可以计算承受任意弹性应力分布的裂纹的应力强度因子。该方法通常比详细的有限元法或其他数值应力分析方法要快,并且在考虑陡峭的应力梯度,裂缝中的压力和/或残余应力时,特别适合于疲劳裂纹扩展分析。本文概述了两种用于估计厚壁圆柱体裂纹的打开模式应力强度因子K_I的权重函数技术:Oore和Burns(1980a,b)的O积分,以及权重函数法。 Shen and Glinka(1991a)。预先概述了使用这些权重函数获得的解决方案的概述,这些解决方案可解决圆柱体的内,外表面以及螺纹根部和十字孔的裂纹;在某些情况下,将使用权重函数获得的K_I值与使用其他技术获得的K_I值进行比较。本文还提到了每种方法的最新进展。

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