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An analysis of competing toughening mechanisms in layered and participate solids

机译:分层和参与固体中竞争性增韧机制的分析

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The relative potency of common toughening mechanisms is explored for layered solids and par-ticulate solids, with an emphasis on crack multiplication and plasticity. First, the enhancement in toughness due to a parallel array of cracks in an elastic solid is explored, and the stability of co-operative cracking is quantified. Second, the degree of synergistic toughening is determined for combined crack penetration and crack kinking at the tip of a macroscopic, mode 1 crack; specifically, the asymptotic problem of self-similar crack advance (penetration mode) versus 90°symmetric kinking is considered for an isotropic, homogeneous solid with weak interfaces. Each interface is treated as a cohesive zone of finite strength and toughness. Third, the degree of toughening associated with crack multiplication is assessed for a paniculate solid comprising isotropic elastic grains of hexagonal shape, bonded by cohesive zones of finite strength and toughness. The study concludes with the prediction of R-curves for a mode I crack in a multi-layer stack of elastic and elastic-plastic solids. A detailed comparison of the potency of the above mechanisms and their practical application are given. In broad terms, crack tip kinking can be highly potent, whereas multiple cracking is difficult to activate under quasi-static conditions. Plastic dissipation can give a significant toughening in multi-layers especially at the nanoscale.
机译:探索了层状固体和颗粒状固体的常见增韧机制的相对效力,重点是裂纹扩展和可塑性。首先,研究了由于弹性固体中平行排列的裂纹而导致的韧性增强,并且定量了合作裂纹的稳定性。第二,确定增韧程度,用于宏观模式1裂纹尖端处的裂纹渗透和裂纹扭结结合。具体来说,对于具有弱界面的各向同性,均质的固体,考虑了自相似裂纹扩展(穿透模式)与90°对称扭结的渐近问题。每个界面都被视为有限强度和韧性的内聚区。第三,对于由六边形的各向同性弹性颗粒组成的,由有限强度和韧性的内聚区粘结的颗粒状固体,评估了与裂纹扩展相关的增韧程度。该研究以对弹性和弹塑性固体多层堆栈中I型裂纹的R曲线进行了预测。给出了上述机制的效力及其实际应用的详细比较。从广义上讲,裂纹尖端的弯折可能非常有效,而在准静态条件下很难激活多次裂纹。塑性耗散可以使多层显着增韧,尤其是在纳米级。

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