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Kink angle in Knoop- and Vickers-damaged glass for spontaneous and subcritical crack growth under mixed-mode loading

机译:混合模式载荷下自发和亚临界裂纹扩展的努氏和维氏损伤玻璃的扭折角

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摘要

Crack growth in ceramics under multiaxial loading is often computed using the coplanar energy release rate criterion. This criterion is based on the assumption of a crack propagating in a self-similar manner. The failure condition reads in terms of stress intensity factors K_I~2 + K_(II)~2 = K_(Ic)~2 (1) where K_I, K_(II) are the stress intensity factors under mode-I and mode-II loading and K_(Ic) is fracture toughness. Since a self-similar crack shape is assumed, this criterion cannot describe failure under conditions of a changing crack plane. A simple method to check the applicability of the energy release rate criterion is to observe the crack path during crack propagation. If abrupt crack deflection occurs at the moment of spontaneous crack extension, Equation 1 must fail, since the crack does not grow self-similarly. In the following considerations this check is carried out first for spontaneous crack growth conditions. Since glasses exhibit a pronounced subcritical crack growth effect, it is of special interest to check whether subcritical crack propagation under mixed-mode loading conditions is similar to spontaneous crack extension.
机译:通常使用共面能量释放速率准则来计算多轴载荷下陶瓷的裂纹扩展。该标准基于裂纹以自相似方式传播的假设。以应力强度因子K_I〜2 + K_(II)〜2 = K_(Ic)〜2(1)表示失效条件,其中K_I,K_(II)是模式I和模式II下的应力强度因子载荷,K_(Ic)为断裂韧性。由于假定了自相似的裂纹形状,因此该准则无法描述裂纹平面变化条件下的破坏。一种检查能量释放率准则是否适用的简单方法是观察裂纹扩展过程中的裂纹路径。如果在自发裂纹扩展时突然出现裂纹挠曲,则公式1必须失效,因为裂纹不会自相似地增长。在以下考虑中,首先针对自发裂纹扩展条件进行此检查。由于玻璃表现出明显的亚临界裂纹扩展效应,因此特别需要检查混合模式载荷条件下的亚临界裂纹扩展是否与自发裂纹扩展相似。

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