含初始缺陷扁筋加筋板弹性极限屈曲强度的经验公式

H. Mei, De-yu Wang
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引用次数: 1

摘要

弹性极限屈曲强度是评估加筋板在轴压荷载作用下安全裕度的重要强度设计准则。在一系列非线性有限元分析的基础上,提出了扁筋加筋加筋板弹性极限屈曲强度的经验公式。弹性极限屈曲强度定义为在加载过程中,当结构的Vonmises应力首先达到屈服应力时,加筋板具有一定的平均压应力。为了保证经验公式的适用性,讨论了数值试样的几何尺寸范围。模型的程度和初始缺陷,即初始几何变形也被考虑在内。结果表明,非线性有限元法计算结果与本文提出的经验公式吻合较好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Empirical Formula for Predicting Elastic Ultimate Buckling Strength of Flat-Bar Stiffened Panels With Initial Imperfections
Elastic ultimate buckling strength is an important strength design criteria to estimate the safety margin of stiffened panels subjected to axial compressive load. Based on a series of Nonlinear finite elements analysis, an empirical formula is proposed to elastic ultimate buckling strength of stiffened panels with flat-bar stiffener in this study. The elastic ultimate buckling strength is defined as that in the loading process, a certain average compressive stress of stiffened panels when the Vonmises stress of structures firstly reach the yield stress. The range of geometrical sizes for numerical samples is discussed in order to ensure the applicability of presented empirical formula. The extent of models and initial imperfection, namely initial geometrical deformation are also taken into account. Ultimately, it is shown that there are a good agreement between the results of Non-linear finite element method and the proposed empirical formula.
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