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Nonlinear thermal buckling and postbuckling analyses of imperfect variable thickness temperature-dependent bidirectional functionally graded cylindrical shells

机译:不完全可变厚度的温度依赖性双向功能梯度圆柱壳的非线性热屈曲和后屈曲分析

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摘要

Influences of the thickness variability and bidirectional material heterogeneity on the thermal buckling of the cylindrical shells have not been investigated so far. In the present paper, nonlinear thermal buckling and postbuckling analyses of imperfect, variable thickness cylindrical shells made of bidirectional functionally graded materials undergoing uniform temperature rises are accomplished for the first time, employing a third-order shear-deformation theory, von Karman-type kinematic nonlinearity, and a nonlinear finite element method. Material properties may vary in both radial and axial directions and can be temperature-dependent. Buckling temperature is detected by a modified Budiansky's criterion. The results reveal that temperature-dependency of the material properties reduces the buckling temperature. Moreover, effects of the volume fraction index on decreasing the buckling temperature are more remarkable for higher radius to thickness ratios. Furthermore, effects of reduction of the thickness in the axial direction may be compensated by an appropriate distribution of the material properties.
机译:到目前为止,尚未研究厚度变化性和双向材料异质性对圆柱壳热屈曲的影响。在本文中,首次采用三阶剪切变形理论,即von Karman型运动学原理,完成了由双向功能梯度材料制成的不均匀可变厚度圆柱壳的非线性热屈曲和后屈曲分析。非线性和非线性有限元方法。材料特性可能会在径向和轴向上发生变化,并且可能与温度有关。通过修正的Budiansky准则检测屈曲温度。结果表明,材料特性的温度依赖性降低了屈曲温度。此外,对于更高的半径与厚度比,体积分数指数对降低屈曲温度的影响更为明显。此外,可以通过材料特性的适当分布来补偿轴向方向上的厚度减小的效果。

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