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Finite element based evaluation of stress intensity factors for interactive semi-elliptic surface cracks

机译:基于有限元的交互式半椭圆形表面裂纹应力强度因子评估

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摘要

A finite thickness plate with two coplanar self-same shallow and deep semi-elliptical surface cracks subjected to remote tensile surface traction is considered for fracture analysis. Based on three-dimensional (3D) finite element solutions, stress intensity factors (SIFs) are evaluated along the entire crack front using a force method. The line spring model has also been used to evaluate crack depth point SIFs using shell finite element analysis. A wide range of geometric dimensions and crack configurations viz. crack shape aspect ratio (0.3 <= a/c <= 1.2), crack depth ratio (1.25 <= t/a <= 6), relative crack location (0.33 <= 2c/d <= 0.9) and normalized location on the crack front (0 <= 2 PHI/pi <= 2) are considered for numerical estimation of crack interaction factors. SIFs evaluated at the depth point using the force method from the 3D finite element results are compared with SIFs evaluated using the line spring model. Finally, using finite element results, an empirical relation is proposed for the evaluation of crack interaction factors. For the ranges considered, the proposed empirical relation predicts crack interaction factors at critical locations within +- 2 percent of the 3D finite element solutions.
机译:断裂分析中考虑了有限厚度的板,该板具有两个共面的,相同的浅,深半椭圆形表面裂纹,并受到远距离拉伸表面牵引。基于三维(3D)有限元解决方案,使用力法沿整个裂纹前沿评估应力强度因子(SIF)。线弹簧模型也已用于通过壳有限元分析来评估裂纹深度点SIF。广泛的几何尺寸和裂纹配置。裂纹形状纵横比(0.3 <= a / c <= 1.2),裂纹深度比(1.25 <= t / a <= 6),相对裂纹位置(0.33 <= 2c / d <= 0.9)和归一化位置裂纹前沿(0 <= 2 PHI / pi <= 2)被认为是对裂纹相互作用因子的数值估计。将使用力法从3D有限元结果在深度点评估的SIF与使用线弹簧模型评估的SIF进行比较。最后,利用有限元结果,提出了一个经验关系来评估裂纹相互作用因素。对于所考虑的范围,建议的经验关系式预测了关键位置处的裂纹相互作用因子,其范围为3D有限元解决方案的+/- 2%。

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