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Transient analysis of multiple interface cracks between two dissimilar functionally graded magneto-electro-elastic layers

机译:两个不同的功能梯度磁力弹性层的多界面裂缝的瞬态分析

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In this paper, we examine the transient response of two bonded dissimilar functionally graded magneto-electro-elastic (MEE) layers with multiple interfacial cracks under magneto-electro-mechanical impacts. Material properties of the MEE layers are assumed to vary exponentially in the thickness direction of the layers. However, the rate of material properties gradation are different. First, the analytical solution is developed by considering a dynamic magneto-electro-elastic dislocation with time-dependent Burgers vector be situated at the interface of bonded layers by means of the Fourier and Laplace transform. The solutions are used to derive singular integral equations for the MEE layers containing interfacial cracks. Then, the integral equations are solved numerically for the density of dislocations on a crack surface. The dislocation densities are employed to determine the field intensity factors and the dynamic energy release rate. The effects of crack spacing and FGM exponent as well as crack interaction are studied.
机译:在本文中,我们研究了在磁机械冲击下的多个界面裂缝的两个键合不同功能梯度磁力 - 电弹性(MEE)层的瞬态响应。假设Mee层的材料特性在层的厚度方向上以呈指数呈差异。然而,材料特性灰度率不同。首先,通过考虑与时间依赖的汉将向量的动态磁电弹性位错,通过傅立叶和拉普拉斯变换地位于粘合层的界面处的动态磁体电弹性位错。该解决方案用于导出含有界面裂缝的MEE层的奇异积分方程。然后,整体方程在裂缝表面上的脱位密度进行数量求解。使用脱位密度来确定场强因素和动态能量释放率。研究了裂缝间距和FGM指数的影响以及裂缝相互作用。

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