Non-Linear Behavior of Double-Layered Grids

IF 0.6 Q4 ENGINEERING, CIVIL
Tarek Metrouni, Nadia Khellaf, K. Kebiche
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Abstract

This study presents a numerical approach to an analysis of the mechanical behavior of double-layered tensegrity grids. We present a comparative study on the behavior of tensegrity grids through geometric nonlinear analysis (GNA) and combined nonlinear analysis (CNLA) (geometric and material), considering the possible effect of evolution in the elasto-plastic domain of the cable elements. The effect of the relaxation of cable on the amplification of the displacement of these grids was taken into account. The updated Lagrangian formulation, which modifies the Newton-Raphson iterative scheme with incremental loading, was adopted. We have developed a numerical computational model specific to tensegrity structures that simulates the geometric and material nonlinear behavior. The reliability of the calculation tool developed has been validated. Additionally, the results of the application of the numerical model on a grid, which was generated based on demi-cuboctahedral tensegrity cells, are presented.
双层网格的非线性行为
本研究提出了一种分析双层张拉网格力学行为的数值方法。我们通过几何非线性分析 (GNA) 和组合非线性分析 (CNLA)(几何和材料)对张力网格的行为进行了比较研究,并考虑了拉索元素弹塑性域演变的可能影响。同时还考虑了缆索松弛对这些网格位移放大的影响。我们采用了最新的拉格朗日公式,该公式修改了牛顿-拉斐森迭代方案,并采用了增量加载。我们开发了一种专门针对张弦结构的数值计算模型,可以模拟几何和材料的非线性行为。已验证了所开发计算工具的可靠性。此外,还介绍了该数值模型在网格上的应用结果,该网格是根据半立方体张弦单元生成的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
自引率
0.00%
发文量
21
审稿时长
29 weeks
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