Department of Civil Engineering, University of Tabriz, Tabriz, Iran.
School of Computing and Information Systems, The University of Melbourne, Australia.
J Adv Res. 2022 Nov;41:89-100. doi: 10.1016/j.jare.2022.01.002. Epub 2022 Jan 6.
An engineering system consists of properly established activities and put together to achieve a predefined goal. These activities include analysis, design, construction, research, and development. Designing and constructing structural systems, including buildings, bridges, highways, and other complex systems, have been developed over the centuries. However, the evolution of these systems has been prolonged because the overall process is very costly and time-consuming, requiring primary human and material resources to be utilized. One of the options for overcoming these shortcomings is the utilization of metaheuristic algorithms as recently developed intelligent techniques. These algorithms can be utilized as upper-level search techniques for optimization procedures to achieve better results.
Shape and size optimization of truss structures are considered in this paper utilizing the Chaos Game Optimization (CGO) as one of the recently developed metaheuristic algorithms. The principles of chaos theory and fractal configuration are considered inspirational concepts.
For the numerical purpose, the 10-bar, 37-bar, 52-bar, 72-bar, and 120-bar truss structures as four of the benchmark problems in this field are considered as design examples in which the frequency constraints are considered as limits that have to be dealt with during the optimization procedure. Multiple optimization runs are also conducted for having a comprehensive statistical analysis, while a comparative investigation is also conducted with other algorithms in the literature.
Based on the results of the CGO and other approaches from the literature, the CGO can provide better and competitive results in dealing with the considered truss design problems.
In summary, the CGO can provide better solutions in dealing with the considered real-size structural design problems with higher levels of complexity.
工程系统由适当建立的活动组成,并组合在一起以实现预定的目标。这些活动包括分析、设计、施工、研究和开发。设计和构建结构系统,包括建筑物、桥梁、高速公路和其他复杂系统,已经发展了几个世纪。然而,这些系统的发展是漫长的,因为整个过程非常昂贵和耗时,需要利用主要的人力和物力资源。克服这些缺点的一种选择是利用元启发式算法作为最近开发的智能技术。这些算法可以作为优化过程的上层搜索技术来利用,以获得更好的结果。
本文考虑利用混沌游戏优化(CGO)作为最近开发的元启发式算法之一,对桁架结构的形状和尺寸进行优化。混沌理论和分形配置的原理被认为是灵感概念。
为了数值目的,考虑了 10 杆、37 杆、52 杆、72 杆和 120 杆桁架结构作为该领域的四个基准问题作为设计示例,其中频率约束被视为在优化过程中必须处理的限制。还进行了多次优化运行,以便进行全面的统计分析,同时还与文献中的其他算法进行了比较研究。
基于 CGO 和文献中其他方法的结果,CGO 可以在处理所考虑的桁架设计问题方面提供更好和更具竞争力的结果。
总之,CGO 可以在处理具有更高复杂水平的考虑的实际结构设计问题方面提供更好的解决方案。