Application of soft computing techniques for the prediction of splitting tensile strength in bacterial concrete

A. Alyaseen, C. V. Siva Rama Prasad, Arunava Poddar, Navsal Kumar, Reham R. Mostafa, Fadi Almohammed, P. Sihag
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引用次数: 4

Abstract

ABSTRACT Concrete is the most common building material used in construction activities, but concrete cracks are inevitable thus is one of its major disadvantages. The major downside of the concrete is its lower Splitting Tensile Strength (STS) attributable to the micro crack. Bacteria have recently been utilized to self-heal concrete, treat cracks, and consolidate different construction materials. However, since the testing of the mechanical properties of concrete is time-consuming, involves destructive methods, poses material wastage, and is labor-intensive, an alternative precise strength evaluation technique is required to minimize effort and time. In the current investigation, various computational techniques, such as M5P, Random Forest (RF), Support vector machine (SVM), and Linear regression (LR), were used to predict the splitting strength of concrete using experimental datasets. The Pearson VII kernel function-based SVM (SVM-PUK) strategy was determined to be the most effective and accurate technique to predict the splitting strength value compared to other used models using Correlation Coefficient (CC) values based on statistical assessments, Box plot, and Taylor diagram. Results of the sensitivity analysis, among the other input variables used in this study to predict concrete splitting strength, reveal that curing time in days (T) is the most significant variable.
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软计算技术在细菌混凝土劈裂抗拉强度预测中的应用
摘要混凝土是建筑活动中最常见的建筑材料,但混凝土裂缝是不可避免的,因此也是其主要缺点之一。混凝土的主要缺点是其较低的劈裂抗拉强度(STS)可归因于微裂纹。细菌最近被用于自我修复混凝土、处理裂缝和加固不同的建筑材料。然而,由于混凝土力学性能的测试耗时,涉及破坏性方法,造成材料浪费,而且劳动密集,因此需要另一种精确的强度评估技术,以最大限度地减少工作量和时间。在目前的研究中,使用各种计算技术,如M5P、随机森林(RF)、支持向量机(SVM)和线性回归(LR),使用实验数据集预测混凝土的劈裂强度。与使用基于统计评估、Box图和Taylor图的相关系数(CC)值的其他使用模型相比,基于Pearson VII核函数的SVM(SVM-PUK)策略被确定为预测劈裂强度值的最有效和最准确的技术。敏感性分析的结果表明,在本研究中用于预测混凝土劈裂强度的其他输入变量中,以天为单位的养护时间(T)是最显著的变量。
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来源期刊
CiteScore
3.90
自引率
9.50%
发文量
24
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