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Swarm-based analysis through social behavior of grey wolf optimization and genetic programming to predict friction capacity of driven piles

机译:基于灰狼优化和遗传编程的社会行为的基于群体分析,以预测从动桩的摩擦能力

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The advantage of new data mining-based solutions, and more recently, optimization algorithms (i.e., basically swarm-based solutions) have enhanced traditional models of engineering structural analysis. This paper investigates social behavior of Grey Wolf Optimization (GWO) in improving the neural assessment of friction capacity (f_s) of concrete driven pile systems. Besides, the genetic programming (GP) algorithm was also proposed to have comparison with the proposed GWO prediction outputs. To achieve this goal, four f_s influential factors of pile length (m), pile diameter (cm), effective vertical stress (S_v), and undrained shear strength (S_u) are considered for preparing the required dataset. A swarm size-based sensitivity analysis is then carried out to use the best-fitted structures (i.e., more convergency in the final output) of each ensemble. The results of the best prediction network from both above-mentioned sensitivity analyses were compared. The results show that both GWO and GP models presented excellent performance. The findings of neural networks varied based on the number of neurons in a single hidden layer and of course the level of its complexity. Based on R~2 and RMSE, values of (0.9537 and 9.372) and (0.8963 and 7.045) are determined, for the training and testing datasets of MLP-based solution, respectively. On the contrary, for the GP and GWO-MLP proposed predictive models, the R~2 of (0.9783 and 0.982) and (0.913 and 0.892) were found for the training and testing datasets. This proves the better performance of GWO when combined with MLP in predicting engineering solutions comparing to conventional MLP or GP-based combinations.
机译:基于数据挖掘的解决方案的优势,最近,优化算法(即基本上基于群体的解决方案)具有增强的传统工程结构分析模型。本文研究了灰狼优化(GWO)的社会行为,提高了混凝土桩系统摩擦能力(F_S)的神经评价。此外,还提出了遗传编程(GP)算法与所提出的GWO预测输出进行比较。为了实现这一目标,考虑了四个桩长(m),桩直径(cm),有效垂直应力(S_v)和不介绍的剪切强度(S_U)的影响因素,用于准备所需的数据集。然后执行基于尺寸的基于尺寸的灵敏度分析,以使用每个合奏的最佳结构(即,在最终输出中的更多收敛)。比较了来自上述敏感性分析的最佳预测网络的结果。结果表明,GWO和GP模型均呈现出优异的性能。神经网络的发现根据单个隐藏层中的神经元数而变化,并且当然是其复杂性的水平。基于R〜2和RMSE,分别确定(0.9537和9.372)和(0.8963和7.045)的值,分别用于训练和测试基于MLP的解决方案的数据集。相反,对于GP和GWO-MLP提出的预测模型,发现(0.9783和0.982)的R〜2和(0.913和0.892)用于训练和测试数据集。这证明了GWO在与MLP结合预测与传统MLP或基于GP的组合相比的工程解决方案时更好的性能。

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