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Damage field ahead of a tensile crack in an elastic-plastic and viscoplastic material

机译:弹塑性和粘塑性材料中拉伸裂纹之前的损伤场

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摘要

This paper investigates the interaction between amacroscopic crack and microscopic damage in an elastic-plasticand viscoplastic material subjected to tensile in-plane loading.The aim is to predict the fracture conditions by accounting forvoid accumulation in the vicinity of the crack-tip. A power lawrelates the stress to the strain of the material. The damage, whichinvokes the growth and coalescence of microvoids, is confined toa small circular zone surrounding the crack-tip. At the onset ofcrack extension, the applied stress for small-scale and large-scaleyielding solutions is found to be proportional to a0-1/(n+1),where 2a0is the initial crack length and n is the strain hardeningexponent of the material. For small-scale yielding, the conditionsrequired for fatigue crack growth and steady-state creep aredetermined. In particular, the variations of the normalized cracklength with the number of loading cycles and the time requiredfor failure are shown for various strain hardening exponents,applied loading, and material damage parameters.
机译:本文研究了弹塑性和粘塑性材料在平面内拉伸作用下的微观裂纹与微观损伤之间的相互作用,旨在通过考虑裂纹尖端附近的无堆积现象来预测断裂条件。幂定律将应力与材料的应变相关。引起微孔生长和聚结的破坏仅限于裂纹尖端周围的一个小圆形区域。在裂纹扩展开始时,发现小尺寸和大尺寸屈服的应力与a0-1 /(n + 1)成正比,其中2a0是初始裂纹长度,n是材料的应变硬化指数。对于小规模屈服,确定了疲劳裂纹扩展和稳态蠕变所需的条件。尤其是,对于各种应变硬化指数,施加的载荷和材料损伤参数,显示了归一化裂纹长度随载荷循环次数和破坏所需时间的变化。

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