首页> 外文期刊>Iranian Journal of Science and Technology, Transactions of Civil Engineering >Application of Developed New Artificial Intelligence Approaches in Civil Engineering for Ultimate Pile Bearing Capacity Prediction in Soil Based on Experimental Datasets
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Application of Developed New Artificial Intelligence Approaches in Civil Engineering for Ultimate Pile Bearing Capacity Prediction in Soil Based on Experimental Datasets

机译:基于实验数据集的土壤终极桩承载力预测开发新的人工智能方法在土壤中的应用

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摘要

In this study, a neural-fuzzy (NF) system is combined with group method of data handling (GMDH) in order to estimate the axial bearing capacity of driven piles. To reach optimum design of this conjunction (NF-GMDH) network, the metaheuristic techniques including particle swarm optimization (PSO) and gravitational search algorithm (GSA) were utilized. The datasets used for estimating pile bearing capacity were collected from the literature review. The parameters influencing the modeling and pile capacity analysis were taken into account as Flap number, surrounding soil properties, the pile geometric characteristics, and internal friction angles of the pile-soil interface. The efficiency of hybrid NF-GMDH networks in train and test phases was examined. Applying the PSO algorithm to the hybrid NF-GMDH model structure improved the model performance and achieved a higher level of accuracy in predicting the ultimate pile bearing capacity (RMSE = 1375 and SI = 0.255) compared to NF-GMDH model developed by GSA (RMSE = 1740.7 and SI = 0.357). In addition, based on achieved results, the developed NF-GMDH networks showed relatively better performances in comparison with gene programming and linear regression model methods considered in this study.
机译:在该研究中,神经模糊(NF)系统与数据处理(GMDH)的组方法组合,以估计从动桩的轴向承载力。为了达到这种结合(NF-GMDH)网络的最佳设计,利用了包括粒子群优化(PSO)和引力搜索算法(GSA)的成群质培养技术。从文献综述中收集了用于估算绒毛承载力的数据集。考虑了影响建模和桩容量分析的参数作为襟翼数,周围土壤性质,桩几何特性和桩土界面的内部摩擦角。检查了杂交NF-GMDH网络在火车和测试阶段的效率。将PSO算法应用于混合NF-GMDH模型结构,提高了模型性能,并在预测GSA开发的NF-GMDH模型(RMSE = 1740.7和Si = 0.357)。此外,基于达到的结果,开发的NF-GMDH网络与本研究中考虑的基因编程和线性回归模型方法相比表现出相对更好的性能。

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