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首页> 外文期刊>Thin-Walled Structures >Closed-form analytical analysis on the effect of coupled membrane and bending strains on the dynamic plastic behaviour of fully clamped thin quadrangular plates due to uniform and localized impulsive loading
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Closed-form analytical analysis on the effect of coupled membrane and bending strains on the dynamic plastic behaviour of fully clamped thin quadrangular plates due to uniform and localized impulsive loading

机译:闭合膜分析和弯曲应变对均匀和局部冲击载荷作用下完全夹紧的四边形薄板动态塑性行为的影响

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摘要

The problem of studying plastic response of structures loaded dynamically has been extensively investigated over many years. A survey of literature on dynamic plastic behaviour of plates subjected to impulsive loading reveals that most analytical studies on fully clamped thin quadrangular plates consider bending moments and membrane forces separately and the coupled yielding analysis is ignored. Therefore, this paper investigates large plastic deformation of thin quadrangular plates due to both uniform and localized loading when the coupled interaction between membrane and bending strains has been incorporated into the closed-form analytical analysis. The present closed-form analytical analysis is developed by pursuing the energy approach based on upper bound solution in which the Cowper-Symonds constitutive equation is employed to take into account strain-rate effects. The material coefficients in Cowper-Symonds equation have been considered as functions of plate thickness based on Jones' experiments on steel materials. The analytical predictions are compared with different set of experiments in terms of maximum permanent transverse deflections, in addition to Jones' theoretical model and our previous analytical model. It is found that incorporating the coupled yielding into the analysis leads to reduce the error value in predicting the maximum permanent transverse deflections.
机译:研究动态载荷结构的塑性响应的问题已被广泛研究了很多年。一份关于承受脉冲载荷的板的动态塑性行为的文献调查显示,对完全夹紧的薄四边形板的大多数分析研究都分别考虑了弯矩和膜力,而忽略了耦合屈服分析。因此,当薄膜和弯曲应变之间的耦合相互作用被纳入闭合形式分析时,本文研究了均匀载荷和局部载荷共同作用引起的四边形薄板的大塑性变形。通过采用基于上限解的能量方法,开发了本封闭形式的分析分析,其中采用Cowper-Symonds本构方程来考虑应变率效应。根据琼斯对钢铁材料的实验,考珀-西蒙兹方程中的材料系数被认为是板厚的函数。除了Jones的理论模型和我们先前的分析模型外,还根据最大永久横向挠度将分析预测结果与不同的实验组进行了比较。发现将耦合屈服合并到分析中可减少预测最大永久横向挠度时的误差值。

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