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Mixed-mode steady-state crack growth in elastic-plastic solids

机译:弹塑性固体中的混合模式稳态裂纹扩展

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In this paper, steady, quasi-static crack growth under plane strain conditions in an elastic-plastic material subjected to mixed-mode loading (combined mode I and mode II) is analyzed. A modified small scale yielding formulation (Journal of theMechanics and Physics of Solids, 1993, 41, 835-861) wherein the elastic K-field as well as the T-stress are prescribed as remote boundary conditions is used. A special finite element procedure based on moving crack tip coordinates is employed to simulatesteady-state crack growth in the direction ahead of the tip. The material is assumed to obey the J{sub}2 flow theory of plasticity, with a power-law hardening stress-strain response. The results show that the near-tip mode-mixity is dependent on the level of strain hardening, magnitude and sign of the T-stress and on the remote elastic mixity. The influence of the above parameters on the near-tip stress and deformation fields is examined and the range of remote elastic mixity that gives rise to a mode I or mode II distribution is identified.
机译:本文分析了在平面应变条件下,在混合模式载荷(组合模式I和模式II)下的弹塑性材料中,稳态,准静态裂纹扩展的情况。使用改进的小规模屈服公式(Journal of the Mechanical and Physics of固体,1993,41,835-861),其中将弹性K场以及T应力规定为远程边界条件。采用基于移动裂纹尖端坐标的特殊有限元程序来模拟稳态裂纹在尖端前方的生长。假定材料遵循J {sub} 2可塑性流动理论,具有幂律硬化应力应变响应。结果表明,近端模式混合度取决于应变硬化水平,T应力的大小和符号以及远程弹性混合度。研究了以上参数对近端应力和变形场的影响,并确定了导致模式I或模式II分布的远程弹性混合的范围。

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