基于有限元的层状壳体元启发式优化中的自然启发算法比较

IF 3 4区 计算机科学 Q2 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE Expert Systems Pub Date : 2024-05-14 DOI:10.1111/exsy.13620
Subham Pal, Kanak Kalita, Salil Haldar
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引用次数: 0

摘要

这项研究提出了一种独特的技术,用于优化用作结构部件的复合材料层压板,这对于失效可能导致灾难性后果的情况至关重要。与传统的代用优化方法不同,这种方法结合了有限元(FE)分析的精确建模能力和元启发式算法的迭代改进能力。通过结合这两种方法,我们的方法旨在改进层状壳体结构的设计过程,确保其稳健性和可靠性至关重要。与现有的基准解决方案相比,当前的 FE 对圆柱形和球形壳体的误差小于 1%。本研究的首要目标是确定获得高基频的最佳层叠角。这个问题具有 NP 难度,因为可能的层角跨度很大(±90°),使得优化算法很难找到解决方案。七种流行的元启发式算法,即遗传算法 (GA)、蚁狮优化算法 (ALO)、算术优化算法 (AOA)、蜻蜓算法 (DA)、灰狼优化算法 (GWO)、沙蜂群优化算法 (SSO) 和鲸鱼优化算法 (WOA),被应用于各种外壳设计问题并进行了比较。它评估了参数敏感性,发现了影响动态行为的重要设计元素。收敛性研究证明了 AOA、GWO 和 WOA 优化器的卓越性能。严格的统计比较有助于从业人员选择最佳优化技术。FE-GWO、FE-DA 和 FE-SSA 方法超越了其他技术以及分层优化策略。采用 GWO、DA 和 SSA 优化器得出的结果比现有文献提高了约 3%。与传统的层叠设计(交叉层叠和角层叠)相比,目前的优化设计至少提高了 0.43%,最高提高了 48.91%。
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Comparison of nature-inspired algorithms in finite element-based metaheuristic optimisation of laminated shells

This work presents a unique technique for optimising composite laminates used as structural components, which is critical for situations where failure might result in disastrous effects. Unlike traditional surrogate-based optimisation approaches, this methodology combines the accurate modelling capabilities of finite element (FE) analysis with the iterative refining capacity of metaheuristic algorithms. By combining these two methodologies, our method intends to improve the design process of laminated shell structures, assuring robustness and dependability is crucial. Compared to existing benchmark solutions, the current FE shows a <1% error for cylindrical and spherical shells. The prime objective of this study is to identify the optimum ply angles for attaining a high fundamental frequency. The problem is NP-hard because the possible ply angles span a wide range (±90°), making it difficult for optimisation algorithms to find a solution. Seven popular metaheuristic algorithms, namely the genetic algorithm (GA), the ant lion optimisation (ALO), the arithmetic optimisation algorithm (AOA), the dragonfly algorithm (DA), the grey wolf optimisation (GWO), the salp swarm optimisation (SSO), and the whale optimisation algorithm (WOA), are applied to and compared on a wide range of shell design problems. It assesses parameter sensitivity, discovering significant design elements that influence dynamic behaviour. Convergence studies demonstrate the superior performance of AOA, GWO, and WOA optimisers. Rigorous statistical comparisons assist practitioners in picking the best optimisation technique. FE-GWO, FE-DA, and FE-SSA methods surpass the other techniques as well as the layerwise optimisation strategy. The findings obtained, employing the GWO, DA, and SSA optimisers, demonstrate ~3% improvement over the existing literature. With respect to conventional layup designs (cross-ply and angle-ply), the current optimised designs are better by at least 0.43% and as much as 48.91%.

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来源期刊
Expert Systems
Expert Systems 工程技术-计算机:理论方法
CiteScore
7.40
自引率
6.10%
发文量
266
审稿时长
24 months
期刊介绍: Expert Systems: The Journal of Knowledge Engineering publishes papers dealing with all aspects of knowledge engineering, including individual methods and techniques in knowledge acquisition and representation, and their application in the construction of systems – including expert systems – based thereon. Detailed scientific evaluation is an essential part of any paper. As well as traditional application areas, such as Software and Requirements Engineering, Human-Computer Interaction, and Artificial Intelligence, we are aiming at the new and growing markets for these technologies, such as Business, Economy, Market Research, and Medical and Health Care. The shift towards this new focus will be marked by a series of special issues covering hot and emergent topics.
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