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Approximate large-deflection analysis of simply supported rectangular plates under transverse loading using plate post-buckling solutions

机译:使用板后屈曲解决方案的横向荷载下简单支撑矩形板的近似大挠度分析

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This paper describes an approximate analytical method to determine the large-deflection behaviour of rectangular simply supported thin plates under transverse loading. The method is based on a simple trial function to describe the shape of the initial and total deflections of the plate, corresponding to the first buckling mode shape of the plate when subjected to uniform in-plane compression. Therefore, the large-deflection behaviour of the plate under transverse loading can be expressed as a function of the ratio of the pre- to post-buckling in-plane stiffness of the plate, which is given in literature for plates with various membrane boundary conditions of the plate edges. Due to the simplicity of the trial function flexural and membrane actions of the plate are decoupled. It was found that the approximate method gives good insight into the large-deflection behaviour. The results of the approximate method have been compared to the results of finite element solutions and solutions available in literature. For uniformly distributed loads the approximate method gives deflections which differ less than about 10% from the finite element simulation values.
机译:本文描述了一种近似分析方法,用于确定矩形简支薄板在横向载荷下的大挠度行为。该方法基于简单的试验函数来描述板的初始挠度和总挠度的形状,对应于在受到均匀的面内压缩时板的第一屈曲模式形状。因此,板在横向载荷下的大挠度行为可以表示为板屈曲前后的平面内刚度之比的函数,这在文献中针对具有各种膜边界条件的板给出板边缘。由于试验功能的简单性,板的挠曲和膜作用是分离的。发现近似方法可以很好地了解大挠度行为。已将近似方法的结果与有限元解的结果和文献中可用的解进行了比较。对于均匀分布的载荷,近似方法给出的挠度与有限元模拟值的偏差小于10%。

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