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Crack analysis of circular bars reinforced by a piezoelectric layer under torsional transient loading

机译:瞬态扭转载荷下压电层增强圆棒的裂纹分析

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摘要

In this article, the transient response of a cylinder, with a piezoelectric coating, weakened by multiple radial cracks is investigated. The problem is under torsional transient loading. First, the solution of the problem, weakened by a Volterra-type screw dislocation, is achieved by using Laplace and the finite Fourier sine transform. The solution is obtained for displacement and stress fields in the bar with a piezoelectric layer. At the next step, the dislocation solution is used to derive a set of Cauchy singular integral equations for analysis of bars with a circular cross section containing some radial cracks. The solution of the singular integral equations is used to determine the torsional rigidity of the cross section and also the stress intensity factors of the crack tips. In addition, several examples are presented to show the effect of the piezoelectric coating and torsional transient loading on the stress intensity factors and torsional rigidity of the system.
机译:在本文中,研究了具有多个压电裂纹的带有压电涂层的圆柱体的瞬态响应。问题是在扭转瞬态载荷下。首先,通过使用拉普拉斯(Laplace)和有限傅里叶正弦变换来实现解决该问题的方法,该方法因Volterra型螺钉错位而变弱。获得具有压电层的棒中位移和应力场的解决方案。在下一步中,将使用位错解决方案来导出一组柯西奇异积分方程,以分析具有某些径向裂纹的圆形横截面的钢筋。奇异积分方程的解用于确定横截面的扭转刚度以及裂纹尖端的应力强度因子。此外,还提供了一些示例来显示压电涂层和扭转瞬态载荷对系统应力强度因子和扭转刚度的影响。

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