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首页> 外文期刊>Zeitschrift fur Angewandte Mathematik und Mechanik >Effects of graded properties on the impact response of an interface crack in a coating/substrate system subjected to antiplane deformation
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Effects of graded properties on the impact response of an interface crack in a coating/substrate system subjected to antiplane deformation

机译:梯度性能对遭受反平面变形的涂层/基材体系中界面裂纹的冲击响应的影响

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摘要

An elastodynamic analysis of an interface crack in coated media with functionally graded properties is performed under the condition of antiplane shear impact. The graded material exists as a nonhomogeneous interlayer between the dissimilar, homogeneous phases of the coating/substrate system or as a nonhomogeneous coating deposited on the substrate. The material nonhomogeneity is represented in terms of power-law variations of shear modulus and mass density. Based on the use of the integral transform technique, formulation of the transient crack problem is reduced to having to solve a Cauchy-type singular integral equation in the Laplace transform domain. Via the inversion of the Laplace transforms, the values of dynamic mode III stress intensity factors are obtained as a function of time. In the numerical results, the effects of material and geometric parameters of the coating/substrate system with the graded, nonhomogeneous constituent are illustrated, addressing the dynamic load transfer and overshoot characteristics of the transient crack-tip behavior. Furthermore, a comparison is made with the dynamic behavior of the interface crack in a discretely coated material system. (c) 2006 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim.
机译:在抗平面剪切冲击条件下,对具有功能梯度特性的涂层介质中的界面裂纹进行了弹性动力学分析。梯度材料以涂层/基材体系的不同均匀相之间的不均匀夹层或沉积在基材上的不均匀涂层的形式存在。材料的不均匀性用剪切模量和质量密度的幂律变化表示。基于积分变换技术的使用,将瞬态裂纹问题的表达简化为必须在Laplace变换域中求解Cauchy型奇异积分方程。通过拉普拉斯变换的反演,获得动态模式III应力强度因子的值作为时间的函数。在数值结果中,说明了具有渐变,不均匀成分的涂层/基体系统的材料和几何参数的影响,解决了瞬态裂纹尖端行为的动态载荷传递和过冲特性。此外,对在离散涂覆的材料系统中界面裂纹的动态行为进行了比较。 (c)2006威尼海姆威利威世私人有限公司。

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