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首页> 外文期刊>International Journal of Solids and Structures >Crack bifurcation in laminar ceramics having large compressive stress
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Crack bifurcation in laminar ceramics having large compressive stress

机译:压应力大的层状陶瓷的裂纹分叉

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Crack bifurcation is observed in laminar ceramics that contain large residual compressive stress. In such composites, alternating material layers have tensile and compressive residual stress, due to thermal expansion mismatch or other sources. The compressive stress ensures that crack growth leading to failure in the laminar system is mediated by threshold strength, but, in some cases, it also leads to bifurcation of the propagating flaw. The phenomenon of bifurcation takes place when the crack tip is propagating in the compressive layer, and occurs typically at a distance equal to a few laminate thicknesses below the free surface and beyond. The observation of this phenomenon is usually associated with the presence of edge cracking in the compressive layers of the laminar ceramic, although it can also occur in the absence of such edge cracks. In the few cases where bifurcation occurs without edge cracks, the residual stresses and layer thicknesses are close to the condition in which edge cracks will occur. In addition, in this case the bifurcation is confined to near the specimen free surface, and below the bifurcation plane, the cracks are straight. The energy release rates for the straight and bifurcated cracks are calculated from the results of finite element computations and compared. When edge cracking is ignored, the crack is simulated as a through-thickness crack in an infinite body, and the energy release rate is used to predict crack deviation and bifurcation. Based on this, the finite element model successfully predicts bifurcation in only one material combination that was investigated in experiments. However, the experimental bifurcation takes place in two additional material combinations. When the effect of edge cracking is incorporated into the finite element simulations, the energy release rate calculations successfully predict the phenomenon of bifurcation in three material combinations, as observed in the experiments. Since no edge cracks are present in the fourth material combination tested experimentally, its lack of bifurcations is automatically predicted by the model. The presence of edge cracking, or its incipience, is thus concluded to be critical to the occurrence of crack bifurcation in laminar ceramic composites. (c) 2006 Elsevier Ltd. All rights reserved.
机译:在包含较大残余压应力的层状陶瓷中观察到裂纹分叉。在这种复合物中,由于热膨胀失配或其他原因,交替的材料层具有拉伸和压缩残余应力。压应力确保阈值强度可以调节导致层流系统失效的裂纹扩展,但是在某些情况下,它还会导致扩展的缺陷分叉。分叉现象在裂纹尖端在压缩层中传播时发生,并且通常在等于或小于自由表面以下且超出其厚度的几个层压板厚度的距离处发生。观察到该现象通常与层状陶瓷压缩层中存在边缘裂纹有关,尽管在没有这种边缘裂纹的情况下也可能发生。在少数情况下发生分叉而没有边缘裂纹的情况下,残余应力和层厚度接近发生边缘裂纹的条件。另外,在这种情况下,分叉被限制在试样自由表面附近,而在分叉平面以下,裂纹是直的。直裂纹和分叉裂纹的能量释放率是根据有限元计算的结果进行计算并进行比较的。当忽略边缘裂纹时,将裂纹模拟为无限大体内的全厚度裂纹,并且使用能量释放速率来预测裂纹的偏离和分叉。基于此,有限元模型成功地预测了仅一种在实验中研究过的材料组合中的分叉。但是,实验分叉发生在两种其他材料组合中。在实验中观察到,将边缘开裂的影响纳入有限元模拟时,能量释放速率计算成功地预测了三种材料组合中的分叉现象。由于在实验测试的第四种材料组合中不存在边缘裂纹,因此该模型会自动预测其没有分叉。因此,得出结论,边缘裂纹的出现或其开始对层状陶瓷复合材料中裂纹分叉的发生至关重要。 (c)2006 Elsevier Ltd.保留所有权利。

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