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Non-linear buckling and postbuckling of elastic arches

机译:弹性拱的非线性屈曲和后屈曲

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This paper investigates the non-linear in--plane buckling and post- buckling behaviour of elastic arches using a curved finite element model for the non--linear analysis of elastic arches, which includes the effects of prebuckling deformations and second-order terms in the deformed Curvatures and bending strains. It is found that the effects of prebuckling deformations on the buckling of shallow arches are significant, that the existence of a linear bifurcation buckling load is not a sufficient condition for linear bifurcation buckling to occur, and that the non-linear buckling loads of shallow arches may be much lower than their linear buckling loads. The effects of the higher--order terms in the deformed curvature on the buckling and postbuckling behaviour of arches are also investi- gated. It is found that these effects are important, particularly for deep arches.
机译:本文使用弯曲有限元模型对弹性拱的非线性分析进行了弹性拱的面内屈曲和屈曲后行为的研究,其中包括屈曲前变形和二次项的影响。变形的曲率和弯曲应变。研究发现,预屈曲变形对浅拱的屈曲影响显着,线性分叉屈曲载荷的存在不足以引起线性分叉屈曲,而浅拱拱的非线性屈曲载荷则不存在。可能远低于其线性屈曲载荷。还研究了变形曲率中的高阶项对拱的屈曲和后屈曲行为的影响。发现这些效果是重要的,特别是对于深拱。

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