改进钢纤维加固混凝土梁的抗剪强度预测:堆叠集合机器学习建模与实际应用

A. Albidah, Y. M. Abbas
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引用次数: 0

摘要

现有的机器学习(ML)模型在准确预测钢纤维加固混凝土(SFRC)梁的抗剪强度方面经常遇到挑战,主要原因是缺乏泛化。本研究利用由 394 个实验观测数据和 20 个特征矩阵组成的综合数据集,引入了先进的堆叠集合 ML 架构,以克服这一限制。该模型表现出卓越的性能,平均绝对误差为 0.391,相关系数 (R2) 为 93.7%,超越了传统的 ML 算法。此外,对所开发模型的敏感性分析表明,剪切强度对剪切跨度与有效深度比的反应非常灵敏,从 1 增加到 4 会导致强度显著降低(约 50%)。纵向钢材的比例从 1% 增加到 2%,强度增加了 14.6%,而屈服强度增加一倍的影响较小,仅为 3.7%。将混凝土的抗压强度从 25 兆帕提高到 50 兆帕,剪切强度显著提高了 19.6%。纤维长度、直径和长径比的影响各不相同,其中纤维体积分数对剪切强度的影响最大,纤维体积分数为 2% 时,剪切强度的峰值提高了 30.7%;然而,纤维的抗拉强度对剪切强度的影响微乎其微。此外,本研究还提出了一个简化的经验模型,用于根据关键决定因素预测 SFRC 梁的剪切强度。该模型采用迭代高斯-牛顿算法,具有合理的预测能力,R2 为 83.3%,平均预测强度约为 1.039。这些研究结果对建筑行业具有重要的实际意义,因为它们可以使 SFRC 梁的设计更加准确可靠,优化材料的使用,并有可能降低建筑成本和提高结构安全性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improving Shear Strength Prediction in Steel Fiber Reinforced Concrete Beams: Stacked Ensemble Machine Learning Modeling and Practical Applications
Existing machine learning (ML) models often encounter challenges in accurately predicting the shear strength of steel fiber reinforced concrete (SFRC) beams, mainly due to a lack of generalization. This study introduces an advanced stacked ensemble ML architecture to overcome this limitation by utilizing a comprehensive data set of 394 experimental observations and a 20-feature matrix. The model exhibits exceptional performance with a mean absolute error of 0.391 and a correlation coefficient (R2) of 93.7%, and surpasses traditional ML algorithms. Furthermore, a sensitivity analysis of the developed model yields that shear strength is highly responsive to the shear span-to-effective depth ratio, with an increase from 1 to 4 resulting in a significant reduction (about 50%) in strength. Increasing the percentage of longitudinal steel from 1 to 2% leads to a 14.6% gain, whereas doubling its yield strength has a more modest 3.7% effect. Increasing the compressive strength of concrete from 25 to 50 MPa, notably increases the shear strength by 19.6%. Fiber length, diameter, and aspect ratio exhibit varying impacts, with shear strength most influenced by the fiber volume fraction, which leads to a peak enhancement of 30.7% at 2% fibrous volume; however, the tensile strength of fibers minimally affects the shear strength. Additionally, this research presents a simplified empirical model to predict the shear strength of SFRC beams based on the key determinants. This model employs the iterative Gauss–Newton algorithm, demonstrates reasonable predictive capability, and boasts an R2 of 83.3% and mean prediction-tested strengths of around 1.039. The practical implications of these findings are substantial for the construction industry as they enable a more accurate and reliable design of SFRC beams, optimize material usage, and potentially reduce construction costs as well as enhance structural safety.
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