基于熵和特征模态的平面钢框架初始几何缺陷建模

Z. Kala
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引用次数: 0

摘要

本文介绍了一种新颖的方法来模拟钢平面框架的初始几何缺陷。通过对弹性屈曲模态归一化变形的分析,引入了初始缺陷。利用香农熵和势能分析评价了这些模式的尺度。实例研究表明,弹性屈曲模态的尺度是递减的。由变形计算的熵揭示了对屈曲模态的新视角,并提供了对钢框架行为的更深刻的理解。实例研究结果表明,非对称屈曲模态比对称屈曲模态具有更高的熵值。这种基于熵的分析能够区分对称和非对称屈曲模式,当摇摆和非摇摆屈曲模式的临界屈曲载荷紧密排列或重叠时,这种分析尤其有价值。
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Modelling Initial Geometric Imperfections of Steel Plane Frames Using Entropy and Eigenmodes
The article introduces an innovative approach to modelling initial geometric imperfections in steel plane frames. Initial imperfections are introduced using the analysis of normalised deformations of elastic buckling modes. The scale of these modes is assessed by applying Shannon entropy and potential energy analysis. The presented case study demonstrates a decreasing scale of the elastic buckling modes. The entropy computed from the deformation reveals a new perspective on buckling modes and provides a more profound understanding of steel frame behaviour. The case study results indicate that anti-symmetric buckling modes exhibit higher entropy than symmetric buckling modes. This entropy-based analysis enables the differentiation between symmetric and anti-symmetric buckling modes, which is particularly valuable when the critical buckling loads of sway and non-sway buckling modes are closely aligned or overlap.
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来源期刊
International Journal of Mechanics
International Journal of Mechanics Engineering-Computational Mechanics
CiteScore
1.60
自引率
0.00%
发文量
17
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