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COMPARATIVE STUDY OF POST-BUCKLING LOAD REDISTRIBUTION IN STIFFENED AIRCRAFT PANEL WITH AND WITHOUT MATERIAL NONLINEARITY

机译:有材料非线性和无材料非线性的加筋飞机面板屈曲后载荷再分配的比较研究

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摘要

In this article, a comparative study is presented on the post-buckling load redistribution in stiffened aircraft panels modeled with and without material nonlinearity. In the first part of the study, a baseline stiffened panel is generated for further investigation of the material nonlinearity on the post-buckling behavior and on the effective width of the stiffened panel. In this respect, a stiffener section which provides classical clamped edge condition is designed by matching the compression buckling coefficient determined by the finite element analysis closely with the analytically determined buckling coefficient of the clamped edge panel. Post-buckling analysis of the stiffened panel is then performed utilizing linear and nonlinear material models in the finite element analysis and the effect of material plasticity on the post-buckling behavior of the panel is ascertained. The load distribution in the stiffened panel is investigated just before the buckling of the panel and before the collapse of the panel in the post-buckled stage. The effective widths of the panel are calculated before the collapse of the panel using the load distributions determined by the finite element analyses of the panel models with and without material nonlinearity and comparisons are made with the effective width calculated by the classical effective width formulation. It is shown that material nonlinearity accounts for higher effective width and in general the classical empirical approach gives the smallest effective width.
机译:在本文中,对有或没有材料非线性的加硬飞机面板的屈曲后载荷重新分布进行了比较研究。在研究的第一部分中,将生成基线加劲板,以进一步研究屈曲后行为和加劲板的有效宽度上的材料非线性。在这方面,通过将由有限元分析确定的压缩屈曲系数与由分析确定的夹紧边缘板的屈曲系数紧密匹配,来设计提供经典夹紧边缘条件的加劲肋部分。然后在有限元分析中使用线性和非线性材料模型执行加劲板的屈曲后分析,并确定材料可塑性对面板的屈曲后行为的影响。在后屈曲阶段中,刚好在面板屈曲之前和面板崩溃之前,研究加劲面板中的载荷分布。面板的有效宽度是在面板坍塌之前使用由具有和不具有材料非线性的面板模型的有限元分析确定的载荷分布来计算的,并与通过经典有效宽度公式计算出的有效宽度进行比较。结果表明,材料非线性会导致较高的有效宽度,通常,经典的经验方法给出的有效宽度最小。

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