预应力索穹顶高相对承载力的数值模型

N. Logzit, K. Kebiche
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引用次数: 1

摘要

张拉整体索穹顶是一种由压杆和张拉索组成的结构形式。它们的特点是在轻盈度方面有着非凡的创新。这一领域的研究正朝着多种应用的方向蓬勃发展。在缺乏通过尺寸标注连接设计的方法的情况下,本文旨在提出一种验证设计的程序,同时寻求更好的结构轻盈度。本文利用适用于这种结构的方法的新颖性,利用几何非线性假设,找到最佳解,验证了所有的尺寸标准。通过一个简单的索穹顶实例,我们展示了这种方法的可行性。三角形的形状构成了设计的基础,与相对承载力有着直接的关系,这最后得到了显著的改进,这种方法可以很容易地应用于其他更复杂的索穹顶实例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Model for High Relative Capacity of Tensegrity Cable Domes
The tensegrity cable domes are a type of structures composed of compressed bars and tensioned cables. They are characterized by an exceptional innovation in terms of lightness. Research in this area is booming towards multiple applications. In the absence of an approach linking design by dimensioning, this article aims to propose a procedure for verifying the design while seeking a better lightness of the structure. The article uses the novelty of the methods applied for this kind of structure, using the hypothesis of geometric nonlinearity, to find the best solution, verifying all the sizing criteria. Through an example of a simple cables dome, we have shown the feasibility of this approach. The shape of the triangles forming the basis of design, have a direct relationship on the relative capacity, this last has been significantly improved, This method can easily be applied to other examples of more complex cables domes.
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