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Stress intensity factor of an arbitrarily located circumferential crack in axisymmetrically loaded cylinders

机译:轴对称加载圆柱体中任意位置的圆周裂纹的应力强度因子

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A simplified method to approximately calculate the stress intensity factor of a circumferential crack in a cylinder subjected to axisymmetric radial and bending loads at the cylinder edges was developed, based on the theory of cylindrical shell and compliance. The method will be useful in cases such as evaluating the stress intensity factor of a circumferential crack in a cylindrical pressure vessel with hemispherical ends, where axisymmetric radial and bending loads are caused to eliminate the structural discontinuity at the joints. The effects that the cylinder length and the crack location have on the stress intensity factor can be evaluated systematically by using the method. The validity of the method was illustrated by comparing solutions with numerical ones under axisymmetric bending and radial loads. The results showed the significant effect of cylinder length and crack location on the stress intensity factor.
机译:基于圆柱壳和柔度理论,提出了一种简化的方法,用于近似计算圆柱体在圆周方向上承受轴对称径向和弯曲载荷的圆周裂纹的应力强度因子。该方法在以下情况中很有用:例如评估具有半球形端部的圆柱形压力容器中圆周裂纹的应力强度因子,在该压力容器中引起轴对称的径向和弯曲载荷以消除接头处的结构不连续性。使用该方法可以系统地评估圆柱体长度和裂纹位置对应力强度因子的影响。通过将解决方案与轴对称弯曲和径向载荷下的数值解进行比较,说明了该方法的有效性。结果表明,圆柱长度和裂纹位置对应力强度因子有显着影响。

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