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Fracture mechanics analysis models for functionally graded materials with arbitrarily distributed properties (Modes II and III problems)

机译:具有任意分布特性的功能梯度材料的断裂力学分析模型(模式II和III问题)

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摘要

In Wang et al. (2002), the mode I crack problem has been analyzed for a functionally graded material strip with arbitrarily distributed properties. For the completeness of the research, this paper provides an analysis method for the mode II in plane and mode III anti-plane elastic crack problems for a functionally graded material (FGM) strip containing a crack along the gradient direction. In the analysis, the gradient region is treated as a number of homogeneous layers stacked along the gradient direction. The analytical models developed in this paper for the modes II and III problems, together with the model developed in Wang et al. (2002) for the mode I crack problem complete the analysis of the mixed-mode crack problem for functionally graded materials with a crack parallel the gradient direction. Those analytical models allow the material properties be any continuous functions along the thickness direction of the strip.
机译:在王等。 (2002年),已经分析了具有任意分布特性的功能梯度材料带的I型裂纹问题。为使研究完整,本文提供了一种针对梯度方向上包含裂纹的功能梯度材料(FGM)的平面II型和III型反平面弹性裂纹问题的分析方法。在分析中,将梯度区域视为沿梯度方向堆叠的多个均匀层。本文针对模式II和III问题开发的分析模型,以及Wang等人开发的模型。 (2002年)针对模式I裂纹问题,完成了对具有平行于梯度方向的裂纹的功能梯度材料的混合模式裂纹问题的分析。这些分析模型允许材料特性沿带材厚度方向具有任何连续函数。

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