Ahmetcan Sungur, M. Yazici, Nilay Keskin
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引用次数: 1

摘要

近年来,人工智能算法在岩土工程中的应用越来越多,在岩土工程中利用人工智能算法取得了成功的成果。本研究的目的是利用ANFIS估计玻璃纤维增强粘土的抗剪强度。为此,制备了不同含水量(13%、15%和17%)和不同玻璃纤维添加比(0%、1%、1.5%和2%)的试样。ANFIS模型是利用对制备的试件进行直剪试验获得的抗剪强度(τ)数据建立的。为了在本研究中创建最佳拟合的ANFIS模型,分别使用了75%、77%、80%和83%的训练数据和25%、23%、20%和17%的测试数据。然而,为了估计每个ANFIS模型的抗剪强度,将正应力(σ),玻璃纤维含量(Fc)和含水量(ω)作为输入参数。计算统计参数,如均方根误差(RMSE)、回归系数(R2)、均方根误差(RSE)和平均绝对误差(MAE),以确定ANFIS模型的成功率。统计参数的检验表明,80%的数据用于训练,20%的数据用于测试,在估计ANFIS模型的抗剪强度方面提供了最好的结果。
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Cam Fiberle Güçlendirilmiş Killi Zeminin Kayma Mukavemetinin Uyarlamalı Ağ Tabanlı Bulanık Çıkarım Sistemi (ANFIS) ile Tahmini
In recent years, the use of artificial intelligence algorithms in geotechnical engineering has increased, and successful results have been obtained in geotechnical engineering using artificial intelligence algorithms. The objective of this study is to estimate the shear strength of glass fiber reinforced clay soil using ANFIS. For this purpose, specimens with different water contents (13%, 15% and 17%) and different glass fiber addition ratios (0%, 1%, 1.5% and 2%) were prepared. The ANFIS models were created using the shear strength (τ) data obtained by direct shear tests on the prepared specimens. To create the best fitting ANFIS model in the current study, 75%, 77%, 80%, and 83% of the data for training and 25%, 23%, 20%, and 17% of the data for testing were used, respectively. However, to estimate the shear strength in each ANFIS model, the normal stress (σ), glass fiber content (Fc), and water content (ω) are considered as input parameters. Statistical parameters such as root mean square error (RMSE), regression coefficient (R2), root square error (RSE), and mean absolute error (MAE) were also calculated to determine the success rates of the ANFIS models. Examination of the statistical parameters revealed that the data used 80% for training and 20% for testing provided the best results in estimating the shear strength of the ANFIS model.
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