基于GA-ANN算法的GFRP圆管约束空心配筋高强混凝土短柱优化设计

OPTIMAL DESIGN OF GFRP ROUND TUBE CONFINED HOLLOW HIGH-STRENGTH CONCRETE SHORT COLUMNS BASED ON GA-ANN ALGORITHM

  • 摘要: 该文研究了玻璃纤维增强复合材料(Glass Fiber-Reinforced Polymer, GFRP)圆管约束空心配筋高强混凝土短柱(GFRP Confined Hollow Reinforced High-Strength Concrete, GCHRHSC)的轴压性能,讨论GFRP管厚度和配筋对轴压性能的影响。试验结果表明试件均呈现渐进式脆性破坏,混凝土压碎并产生竖向裂缝,增加管厚显著提高构件承载力,而配置纵向钢筋可减缓夹层混凝土的破坏程度。采用ABAQUS建立有限元模型,考虑GFRP管缠绕角度和厚度、纵筋直径、箍筋间距、预应力高强混凝土(Pretensioned spun High-strength Concrete, PHC)管桩混凝土强度和夹层混凝土强度等参数对GCHRHSC轴压性能的影响。人工神经网络(Artificial Neural Network, ANN)和遗传算法(Genetic Algorithm, GA)作为智能算法在结构性能预测、优化设计等工程领域被广泛应用。由于训练神经网络需要大量数据,将6个构件参数进行随机组合,建立了一个包括720组有限元模型的数据集。GCHRHSC柱的造价由GFRP管、PHC管桩和夹层混凝土各部件成本组成,GA算法将构件承载力与成本之比(LP)作为优化目标,在迭代过程中,利用ANN预测GA算法在优化过程中不同参数组合的构件承载力,通过改变截面尺寸和材料强度,实现GCHRHSC柱的结构优化。将不同收敛点时构件承载力预测值与有限元结果相比,两者误差控制在10%以内,验证GA-ANN算法的准确性。因此,该文提出的GA-ANN算法可应用于GFRP圆管约束空心配筋高强混凝土短柱以及类似组合柱的结构设计与优化。

     

    Abstract: This paper investigates the axial compressive performance of GFRP Confined Hollow Reinforced High-Strength Concrete (GCHRHSC) short columns, discussing the effects of GFRP tube thickness and reinforcement on this performance. Experimental results reveal that all specimens undergo progressive brittle failure, characterized by concrete crushing and vertical cracking. Increasing the tube thickness significantly enhances the load-bearing capacity, whereas the inclusion of longitudinal reinforcement mitigates the damage extent of the sandwiched concrete. Finite element (FE) models are developed using ABAQUS to evaluate the influence of various parameters-including the winding angle and thickness of the GFRP tube, longitudinal reinforcement diameter, stirrup spacing, as well as the concrete strengths of the Pretensioned spun High-strength Concrete (PHC) pipe pile and the sandwiched concrete-on the axial compressive performance of GCHRHSC columns. As intelligent algorithms, Artificial Neural Networks (ANN) and Genetic Algorithms (GA) are widely applied in engineering fields such as structural performance prediction and design optimization. To meet the extensive data requirements for neural network training, six component parameters are randomly combined to generate a dataset comprising 720 FE models. The total cost of the GCHRHSC column consists of the individual costs of the GFRP tube, the PHC pipe pile, and the sandwiched concrete. The GA designates the ratio of load-bearing capacity to cost (LP) as the optimization objective. During the iterative process, the ANN predicts the load-bearing capacities for various parameter combinations generated by the GA, thereby achieving structural optimization of the GCHRHSC columns by adjusting cross-sectional dimensions and material strengths. Comparisons between the ANN-predicted load-bearing capacities at various convergence points and the corresponding FE results demonstrate that errors are controlled within 10%, validating the accuracy of the GA-ANN algorithm. Consequently, the proposed GA-ANN algorithm is applicable to the structural design and optimization of GFRP confined hollow reinforced high-strength concrete short columns and similar composite columns.

     

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