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A Case Study on the Selection of Optimum Loop Units for the Deployable Arch Structures Exposed to Lateral and Non-uniform Gravity Loads

机译:横向和非均匀重力载荷的可展开拱结构选择最佳环单元的案例研究

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Radially deployable arches may be created by using various types of units. However, for any deployable structure to be constructed in real life, it should satisfy the structural regulations and codes. Despite various advantages from architectural perspective, deployable structures are weak to satisfy the operational code limits when compared to trusses with similar height and span. Therefore, weight minimization is very important to reduce the dead loads of the structure which facilitates the code-conformance of the structure. The optimization of the deployable structures requires an initial selection of the loop types to define the structure parametrically. An initial selection strategy depending on the loads on the structure is important to increase the efficiency of optimization process. Under uniform gravity loads, optimum arrangement for each unit type converges to a similar point. However, in the real world, the loads on the arches are not always uniform and the structure is exposed to nonuniform loadings such as point loads or lateral loads. This work focuses on the performance of various arches with different unit types under lateral and non-uniform vertical loads. Different lateral load and non-uniform gravity loading scenarios are created. For each scenario, the arches with different units are analyzed. In all cases, clear span and height are kept as same. The performance of an arch with a specific unit type for a given load is measured with a score that includes the deformations and the weight of the structure. All the members are assumed to be circular hollow sections with variable diameter and thickness to have a meaningful weight comparison between structures. This work intends to define an initial selection guide for deployable arches under typical non-uniform and lateral loading conditions.
机译:可以通过使用各种类型的单位来创建径向可展开的拱形。然而,对于在现实生活中构建的任何可部署结构,它应该满足结构规范和代码。尽管与架构角度来说有各种优势,但与具有相似高度和跨度的桁架相比,可部署结构较弱以满足操作码限制。因此,重量最小化对于减少促进结构的代码一致性的结构的死载是非常重要的。可展开结构的优化需要循环类型的初始选择以参数定义结构。根据该结构上的负载的初始选择策略对于提高优化过程的效率非常重要。在均匀的重力载荷下,每个单元类型会聚到类似点的最佳布置。然而,在现实世界中,拱门上的负载并不总是均匀,并且结构暴露于非均匀载荷,例如点负载或横向载荷。这项工作侧重于横向和非均匀垂直载荷下具有不同单位类型的各种拱门的性能。创建不同的横向载荷和非均匀重力加载方案。对于每个场景,分析具有不同单元的拱门。在所有情况下,清除跨度和高度保持不变。使用包括变形和结构重量的分数测量具有特定单元类型的拱形具有特定单元类型的性能。假设所有构件都是具有可变直径和厚度的圆形中空部分,以在结构之间具有有意义的权重比较。这项工作旨在在典型的非均匀和横向负载条件下定义可展开拱门的初始选择指南。

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