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A procedure for the size, shape and topology optimization of transmission line tower structures

机译:输电线路铁塔结构的尺寸,形状和拓扑优化的过程

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This paper presents a methodology for topology optimization of transmission line towers. In this approach, the structure is divided in main modules, which can assume different pre-established topologies (templates). A general rule for the templates creation is also presented, which is based in terms of the design practice and feasibility of prototype testing. Thus, these allow that the optimal solution has an important characteristic of direct industrial application. Furthermore, during the optimization process the size and shape of the structure are optimized simultaneously to the topology choice. For numerical examples, two structures were assessed. The first one is a transmission line tower studied in CIGRE (2009). Eight different load cases were considered. The second one is a single circuit, self-supported 115 kV transmission line tower. The structure was subjected to a cable conductor rupture scenario and a wind load hypothesis. In both examples the constraints from the ASCE 10-97 (2000) were applied. Due to the non-convex nature of the problem and to the presence of discrete variables in the procedure, the optimization was conducted through the Firefly Algorithm (FA) and the Backtracking Search Algorithm (BSA), which are two modem heuristic algorithms. The results for the size, size and shape, and size, shape and topology optimization are presented and discussed, as well as an analysis of the performance of the algorithms. It is shown that the proposed scheme is able to reduce up to 6.4% of the structural weight, when compared to a classical size optimization procedure on original structures. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文提出了一种用于输电线路铁塔拓扑优化的方法。在这种方法中,结构分为主要模块,这些模块可以采用不同的预先建立的拓扑(模板)。还介绍了模板创建的一般规则,该规则基于设计实践和原型测试的可行性。因此,这些使得最佳解决方案具有直接工业应用的重要特征。此外,在优化过程中,结构的大小和形状会同时针对拓扑选择进行优化。对于数值示例,评估了两个结构。第一个是CIGRE(2009)研究的输电线路铁塔。考虑了八种不同的工况。第二个是单回路,自支撑的115 kV输电线路铁塔。该结构经受了电缆导体断裂的情况和风荷载假设。在两个示例中,均应用了ASCE 10-97(2000)的约束。由于问题的非凸性以及过程中存在离散变量,因此通过萤火虫算法(FA)和回溯搜索算法(BSA)进行了优化,这是两种现代启发式算法。给出并讨论了大小,大小和形状以及大小,形状和拓扑优化的结果,以及对算法性能的分析。结果表明,与原始结构的经典尺寸优化程序相比,该方案能够减少多达6.4%的结构重量。 (C)2015 Elsevier Ltd.保留所有权利。

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