Sharma Nitisha, Thakur Mohindra Singh, Sihag Parveen, Malik Mohammad Abdul, Kumar Raj, Abbas Mohamed, Saleel Chanduveetil Ahamed
Department of Civil Engineering, Shoolini University, Solan 173229, Himachal Pradesh, India.
Department of Civil Engineering, Chandigarh University, Mohali 140413, Punjab, India.
Materials (Basel). 2022 Aug 23;15(17):5811. doi: 10.3390/ma15175811.
The purpose of the research is to predict the compressive and flexural strengths of the concrete mix by using waste marble powder as a partial replacement of cement and sand, based on the experimental data that was acquired from the laboratory tests. In order to accomplish the goal, the models of Support vector machines, Support vector machines with bagging and Stochastic, Linear regression, and Gaussian processes were applied to the experimental data for predicting the compressive and flexural strength of concrete. The effectiveness of models was also evaluated by using statistical criteria. Therefore, it can be inferred that the gaussian process and support vector machine methods can be used to predict the respective outputs, i.e., flexural and compressive strength. The Gaussian process and Support vector machines Stochastic predicts better outcomes for flexural and compressive strength because it has a higher coefficient of correlation (0.8235 and 0.9462), lower mean absolute and root mean squared error values as (2.2808 and 1.8104) and (2.8527 and 2.3430), respectively. Results suggest that all applied techniques are reliable for predicting the compressive and flexural strength of concrete and are able to reduce the experimental work time. In comparison to input factors for this data set, the number of curing days followed by the CA, C, FA, w, and MP is essential in predicting the flexural and compressive strength of a concrete mix for this data set.
本研究的目的是基于从实验室测试中获取的实验数据,使用废大理石粉部分替代水泥和沙子,来预测混凝土混合物的抗压强度和抗弯强度。为了实现这一目标,将支持向量机、装袋支持向量机和随机支持向量机、线性回归以及高斯过程模型应用于实验数据,以预测混凝土的抗压强度和抗弯强度。还使用统计标准评估了模型的有效性。因此,可以推断高斯过程和支持向量机方法可用于预测各自的输出,即抗弯强度和抗压强度。高斯过程和支持向量机随机预测的抗弯强度和抗压强度结果更好,因为其相关系数更高(分别为0.8235和0.9462),平均绝对误差值和均方根误差值更低(分别为2.2808和1.8104以及2.8527和2.3430)。结果表明,所有应用技术在预测混凝土的抗压强度和抗弯强度方面都是可靠的,并且能够减少实验工作时间。与该数据集的输入因素相比,养护天数、CA、C、FA、w和MP的数量对于预测该数据集混凝土混合物的抗弯强度和抗压强度至关重要。