Prediction of compressive strength and tensile strain of engineered cementitious composite using machine learning

IF 2.7 3区 材料科学 Q2 ENGINEERING, MECHANICAL International Journal of Mechanics and Materials in Design Pub Date : 2024-01-12 DOI:10.1007/s10999-023-09695-0
Md Nasir Uddin, N. Shanmugasundaram, S. Praveenkumar, Ling-zhi Li
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Abstract

This research extensively used different progressive machine learning (ML) techniques to predict the compressive strength (CS) and tensile strain (TSt) of engineered cementitious composites (ECC) with 14 input variables and six algorithms. Specifically, random forest (RF), support vector machine, extreme gradient boosting (XGBoost), light gradient boosting machine, categorical gradient boosting (CatBoost), and natural gradient boosting techniques were used in the present study, to understand mechanical properties of ECC meanwhile these properties are crucial for design codes and developing new reliable models for mixtures. The discrepancy between the ML technique and specific ECC expected outputs is novel in this study and will aid researchers in better understanding of ECC features. To estimate the CS and TSt of the ECC, 2535 and 1469 input data points, respectively, were incorporated based on the material ratio, W/B, and different properties of the fibers. In addition, hyperparameter optimization techniques have also been used in ML to improve over fitting and make the model more accurate and robust. Moreover, an error analysis was highlighted between the actual and predicted CS and TSt of the ECC with each ML technique. Also, the significance and influence of the variable inputs that affect the CS and TSt were explained using the Shapley additive explanation (SHAP) approach. Among all approaches, CatBoost and XGBoost predicted the CS and TSt of ECC with greater accuracy than other techniques in terms of the coefficient of determination (R2), mean square error, mean absolute error, root mean square error, and symmetric mean absolute percentage error. The training and testing R2 values of CatBoost and XGBoost for predicting the CS and TSt of ECC were 0.96, 0.89, 0.89, and 0.76, respectively. SHAP analysis revealed that W/B and fiber elongation were the most significant input variables for the CS and TSt of the ECC.

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利用机器学习预测工程水泥基复合材料的抗压强度和拉伸应变
本研究广泛使用了不同的渐进式机器学习(ML)技术来预测工程水泥基复合材料(ECC)的抗压强度(CS)和拉伸应变(TSt),共使用了 14 个输入变量和 6 种算法。具体来说,本研究采用了随机森林(RF)、支持向量机、极端梯度提升(XGBoost)、轻梯度提升机、分类梯度提升(CatBoost)和自然梯度提升技术,以了解 ECC 的机械性能,同时这些性能对于设计规范和开发新的可靠混合物模型至关重要。ML 技术与特定 ECC 预期输出之间的差异是本研究的新颖之处,有助于研究人员更好地了解 ECC 的特征。为了估算 ECC 的 CS 和 TSt,根据材料比、W/B 和纤维的不同特性,分别纳入了 2535 和 1469 个输入数据点。此外,在 ML 中还使用了超参数优化技术来改善过拟合,使模型更加精确和稳健。此外,还重点分析了每种 ML 技术下 ECC 的实际 CS 和 TSt 与预测 CS 和 TSt 之间的误差。此外,还使用夏普利加法解释(SHAP)方法解释了影响 CS 和 TSt 的变量输入的意义和影响。在所有方法中,从判定系数(R2)、均方误差、均方绝对误差、均方根误差和对称均方绝对百分比误差来看,CatBoost 和 XGBoost 预测 ECC 的 CS 和 TSt 的准确性高于其他技术。CatBoost 和 XGBoost 预测 ECC 的 CS 和 TSt 的训练和测试 R2 值分别为 0.96、0.89、0.89 和 0.76。SHAP分析表明,W/B和纤维伸长率是对ECC的CS和TSt影响最大的输入变量。
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来源期刊
International Journal of Mechanics and Materials in Design
International Journal of Mechanics and Materials in Design ENGINEERING, MECHANICAL-MATERIALS SCIENCE, MULTIDISCIPLINARY
CiteScore
6.00
自引率
5.40%
发文量
41
审稿时长
>12 weeks
期刊介绍: It is the objective of this journal to provide an effective medium for the dissemination of recent advances and original works in mechanics and materials'' engineering and their impact on the design process in an integrated, highly focused and coherent format. The goal is to enable mechanical, aeronautical, civil, automotive, biomedical, chemical and nuclear engineers, researchers and scientists to keep abreast of recent developments and exchange ideas on a number of topics relating to the use of mechanics and materials in design. Analytical synopsis of contents: The following non-exhaustive list is considered to be within the scope of the International Journal of Mechanics and Materials in Design: Intelligent Design: Nano-engineering and Nano-science in Design; Smart Materials and Adaptive Structures in Design; Mechanism(s) Design; Design against Failure; Design for Manufacturing; Design of Ultralight Structures; Design for a Clean Environment; Impact and Crashworthiness; Microelectronic Packaging Systems. Advanced Materials in Design: Newly Engineered Materials; Smart Materials and Adaptive Structures; Micromechanical Modelling of Composites; Damage Characterisation of Advanced/Traditional Materials; Alternative Use of Traditional Materials in Design; Functionally Graded Materials; Failure Analysis: Fatigue and Fracture; Multiscale Modelling Concepts and Methodology; Interfaces, interfacial properties and characterisation. Design Analysis and Optimisation: Shape and Topology Optimisation; Structural Optimisation; Optimisation Algorithms in Design; Nonlinear Mechanics in Design; Novel Numerical Tools in Design; Geometric Modelling and CAD Tools in Design; FEM, BEM and Hybrid Methods; Integrated Computer Aided Design; Computational Failure Analysis; Coupled Thermo-Electro-Mechanical Designs.
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