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Probabilistic analysis of the mechanical response of thick composite pipes under internal pressure

机译:内复合材料厚复合管力学响应的概率分析

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In the present work an analytical method is developed to study the mechanical response of thick composite pipes under internal pressure. The present method considers that the surface tension must satisfy, on the interface between two adjacent layers, all the boundary conditions imposed on the radial and hoop stresses, which are computed using a specific model for thick multi-layered composite cylinders suggested by Tsai. This model uses the plane strain states of cylindrical tubes under internal pressure containing a number of cylindrical sub-layers, each of which is cylindrically orthotropic. Such analytical method is considered as simple, fast and precise compared to other analytical and numerical methods. Thereafter, the effects of random design variables on the pipe behavior are quantified by probabilistic analysis. Using these stress components for each ply, the Monte Carlo method is used to predict the distribution function of the mechanical response, in addition to the failure probability. Five random design variables are considered, namely, the composite elastic constants, the ply angles, the inner and outer diameters, thickness and the mechanical loading. The improvement of multi-layered filament-wound composite pipes design based on the probabilistic analysis is also discussed. According to the obtained results, we note that the thickness of the pipe and the internal pressure variation are the principal factors influencing the scatter of stress distribution.
机译:在本工作中,开发了一种分析方法来研究厚复合管在内部压力下的机械响应。本方法认为,表面张力必须在两个相邻层之间的界面上满足所有施加在径向和环向应力上的边界条件,这些条件是使用Tsai建议的用于厚的多层复合圆柱体的特定模型来计算的。该模型使用圆柱管在内部压力下的平面应变状态,该状态包含多个圆柱子层,每个子层都是正交各向异性的圆柱体。与其他分析和数值方法相比,这种分析方法被认为是简单,快速和精确的。此后,通过概率分析来量化随机设计变量对管道性能的影响。对于每个层使用这些应力分量,除了失效概率外,还使用蒙特卡洛方法来预测机械响应的分布函数。考虑了五个随机设计变量,即复合弹性常数,帘布层角度,内外径,厚度和机械载荷。还讨论了基于概率分析的多层长丝缠绕复合管设计的改进。根据获得的结果,我们注意到管道的厚度和内部压力变化是影响应力分布散布的主要因素。

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