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Equivalent geometric imperfections for the numerical buckling strength verification of steel shell structures subject to axial compression

机译:相当于钢壳结构对轴向压缩的数值屈曲强度验证的几何缺陷

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The most sophisticated method of a numerical buckling strength verification of steel shell structures is a geometrically and materially non-linear analysis with imperfections included (GMNIA). By this way, equivalent geometric imperfections, which have to cover the influence of all deviations from the nominal dates of the resistance parameters, are fundamental for the quality of the buckling strength verification. The problem of equivalent geometric imperfections includes the problems of their shape and size. Eigenmode-affine, single wavy axisymmetric imperfections and multi-wavy axisymmetric imperfections are analysed in the paper and compared with respect to their influence on the load bearing capacity. Besides the hints regarding the imperfection mode, the Eurocode makes statements about the imperfection amplitudes, which are to be adopted. Using these imperfection amplitudes, partly substantial differences between numerically and experimentally determined buckling resistances arise for several geometries. Possibilities are discussed to overcome these inconsistencies also thin-walled shells, keeping up the framework of the Eurocode to use only geometric equivalent imperfections.
机译:钢壳结构的数值屈曲强度验证的最复杂方法是​​几何和实质性的非线性分析,包括缺陷(Gmnia)。通过这种方式,等效几何缺陷,必须涵盖与电阻参数的标称日期的所有偏差的影响,是屈曲强度验证质量的基础。等同几何缺陷的问题包括它们的形状和尺寸的问题。在纸上分析了特征染术,单波形轴对称缺陷和多波浪轴对称缺陷,并与它们对承载能力的影响相比。除了关于不完美模式的提示之外,欧洲码发布了关于缺陷幅度的陈述,这些幅度将被采用。使用这些缺陷幅度,在数值和实验确定的屈曲电阻之间部分地显着差异用于几个几何形状。讨论了可能性以克服这些不一致性也薄壁贝壳,并保持欧元区的框架仅使用几何等效缺陷。

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