基于改进向光生长算法的FRP光伏支架结构优化设计方法

Optimal design method of FRP photovoltaic support structure based on improved phototropic growth algorithm

  • 摘要: 纤维增强复合材料(Fiber reinforced polymer, FRP)光伏支架因具有质量轻、承载力高、耐腐蚀性好等优点,具备广阔的工程应用前景。然而,其设计多依赖工程经验及反复试算,难以获得最优结构参数。针对上述问题,提出了一种FRP光伏支架结构优化设计方法。利用ANSYS建立该类结构的参数化有限元模型,采用Sobol初始化、反向学习、趋势感知及自适应生长四种策略改善向光生长算法(Phototropic growth algorithm, PGA)的寻优能力,提出改进向光生长算法(Improved phototropic growth algorithm, IPGA)用于优化求解。考虑FRP杆件的长细比、变形及稳定承载力约束,采用IPGA算法对支架结构的形状、尺寸与斜撑形式进行综合优化,实现FRP光伏支架结构的轻量化设计。工程实例计算结果表明:参数化有限元模型可准确反映FRP光伏支架的力学性能;针对FRP光伏支架优化问题,IPGA算法相较于PGA算法优化结果节省材料6.05%,且在计算效率和寻优能力方面优于遗传算法、灰狼算法、整群优化算法及混沌进化算法;所提优化设计方法高效、可靠,能在确保结构安全的前提下较原设计方案节省27.73%FRP材料。

     

    Abstract: Fiber reinforced polymer (FRP) photovoltaic support structures exhibit broad application prospects due to their advantages of light weight, high bearing capacity, and excellent corrosion resistance. However, the design of these structures mostly relies on engineering experience and iterative trial-and-error calculations, making it challenging to attain optimal structural parameters. To address this issue, an optimal design method for FRP photovoltaic support structures was proposed. A parametric finite element model of these structures was established using ANSYS. Four strategies, namely Sobol initialization, opposition-based learning, trend-aware mechanism, and adaptive growth, were employed to enhance the optimization capability of the phototropic growth algorithm (PGA), leading to the proposal of an improved phototropic growth algorithm (IPGA). Incorporating constraints on the slenderness ratio, deformation, and stability bearing capacity of FRP members, the IPGA was used to optimize the structural shape, size, and brace layout for lightweight design. Validating in practical engineering case indicates that the parametric model accurately reflects the mechanical behavior of structures. In terms of FRP photovoltaic support optimization, the IPGA achieved a 6.05% material saving compared with the PGA, and outperformed the genetic algorithm, grey wolf algorithm, holistic swarm algorithm, and chaotic evolution algorithm in computational efficiency and optimization ability. The proposed optimal design method proved to be efficient and reliable, saving 27.73% of FRP material compared with the original scheme while ensuring structural safety.

     

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