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The characteristics of J-integral under biaxial stressing

机译:双轴应力下J积分的特性

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Although it is recognised that biaxial or triaxial stressing can affect the fracture conditions and stress/strain field of a cracked body, insufficient attention has been paid to how biaxial or triaxial stresses affects the properties of the J-integral. In this paper, two-dimensional incremental and three-dimensional incremental theory elastic-plastic finite element programs have been adopted to analyse the effect of biaxial stressing on J-integral of a finite plate containing a through-thickness crack and subjected to biaxial stresses. Constitutive equations describing the material behaviour were chosen as: (i) the practical stress strain relation of l6MnR; (ii) modified yielding plateau stress strain relationship of 1 6MnR; and (iii) Ramberg-Osgood representation. The finite element analysis results show that the properties and values of J-integral under biaxial stressing can be significantly different from those under uniaxial stressing. Attention must, therefore, be paid to J-integral calculations when considering it as a fracture parameter to analyse multi-stressing situations.
机译:尽管已经认识到双轴或三轴应力会影响裂纹体的断裂条件和应力/应变场,但对双轴或三轴应力如何影响J积分的性质的关注不足。本文采用二维增量和三维增量理论的弹塑性有限元程序来分析双轴应力对包含全厚度裂纹并承受双轴应力的有限板的J积分的影响。选择描述材料行为的本构方程为:(i)16MnR的实际应力应变关系; (ii)修正的屈服高原应力应变关系为1 6MnR; (iii)Ramberg-Osgood代表。有限元分析结果表明,双轴应力下J积分的性质和值与单轴应力下明显不同。因此,在将J积分作为断裂参数来分析多应力情况时,必须注意J积分的计算。

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