使用集成模型和神经网络的高性能混凝土抗压强度改进预测

Umar Jibrin Muhammad, Ismail I. Aminu, Ismail A. Mahmoud, U. U. Aliyu, A. G. Usman, Mahmud M. Jibril, Salim Idris Malami, Sani I. Abba
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引用次数: 0

摘要

传统的高性能混凝土配合比方法存在成本高、使用受限、关系非线性等缺点。实施优化高性能混凝土混合物的策略可以最大限度地减少建筑部门的设计费用、时间和材料浪费。由于高性能混凝土具有高强度、高流动性和高回弹性等优异的性能,在建筑工程中得到了广泛的应用。在本研究中,我们采用广义回归神经网络(GRNN)、带外源输入的非线性自回归神经网络(NARX神经网络)和随机森林(RF)模型来估计第一种情况下HPC的抗压强度(CS)。相比之下,第二种情况涉及使用径向基函数神经网络(RBFNN)开发集成模型,以检测独立模型组合的较差性能。输出变量为28 d CS (MPa),输入变量为坍落度(S)、水胶比(W/B) %、含水量(W) kg/m3、细骨料比(S/a) %、硅灰(SF)%、高效减水剂(SP) kg/m3。利用R Studio开发射频模型;利用MATLAB 2019a工具箱开发GRNN和NARX-NN模型;采用E-Views 12.0软件对数据进行预处理和后处理。结果表明,在第一种情况下,RF模型的组合M1优于其他模型,具有更高的预测精度,在校准阶段的PCC为0.854,MAPE为4.349。在第二种情况下,RF模型的集合优于所有其他模型,在校准阶段实现了0.961的PCC和0.952的MAPE。总体而言,所提出的模型在预测HPC的CS方面具有重要价值。
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An improved prediction of high-performance concrete compressive strength using ensemble models and neural networks

Traditional methods for proportioning of high-performance concrete (HPC) have certain shortcomings, such as high costs, usage constraints, and nonlinear relationships. Implementing a strategy to optimize the mixtures of HPC can minimize design expenses, time spent, and material wastage in the construction sector. Due to HPC's exceptional qualities, such as high strength (HS), fluidity and resilience, it has been broadly used in construction projects. In this study, we employed Generalized Regression Neural Network (GRNN), Nonlinear AutoRegressive with exogenous inputs (NARX neural network), and Random Forest (RF) models to estimate the Compressive Strength (CS) of HPC in the first scenario. In contrast, the second scenario involved the development of an ensemble model using the Radial Basis Function Neural Network (RBFNN) to detect inferior performance of standalone model combinations. The output variable was the 28 Days CS in MPa, while the input variables included slump (S), water-binder ratio (W/B) %, water content (W) kg/m3, fine aggregate ratio (S/a) %, silica fume (SF)%, and superplasticizer (SP) kg/m3. An RF model was developed by using R Studio; GRNN and NARX-NN models were developed by using the MATLAB 2019a toolkit; and the pre- and post-processing of data was carried out by using E-Views 12.0. The results indicate that in the first scenario, the Combination M1 of the RF model outperformed other models, with greater prediction accuracy, yielding a PCC of 0.854 and MAPE of 4.349 during the calibration phase. In the second scenario, the ensemble of RF models surpassed all other models, achieving a PCC of 0.961 and MAPE of 0.952 during the calibration phase. Overall, the proposed models demonstrate significant value in predicting the CS of HPC.

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