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Artificial Neural Network (ANN) and Regression Tree (CART) applications for the indirect estimation of unsaturated soil shear strength parameters

机译:人工神经网络(ANN)和回归树(CART)在非饱和土抗剪强度参数间接估算中的应用

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摘要

The shear strength parameters of soil (cohesion and angle of internal friction) are quite essential in solving many civil engineering problems. In order to determine these parameters, laboratory tests are used. The main objective of this work is to evaluate the potential of Artificial Neural Network (ANN) and Regression Tree (CART) techniques for the indirect estimation of these parameters. Four different models, considering different combinations of 6 inputs, such as gravel %, sand %, silt %, clay %, dry density, and plasticity index, were investigated to evaluate the degree of their effects on the prediction of shear parameters. A performance evaluation was carried out using Correlation Coefficient and Root Mean Squared Error measures. It was observed that for the prediction of friction angle, the performance of both the techniques is about the same. However, for the prediction of cohesion, the ANN technique performs better than the CART technique. It was further observed that the model considering all of the 6 input soil parameters is the most appropriate model for the prediction of shear parameters. Also, connection weight and bias analyses of the best neural network (i.e., 6/2/2) were attempted using Connection Weight, Garson, and proposed Weight-bias approaches to characterize the influence of input variables on shear strength parameters. It was observed that the Connection Weight Approach provides the best overall methodology for accurately quantifying variable importance, and should be favored over the other approaches examined in this study.
机译:在解决许多土木工程问题时,土壤的抗剪强度参数(内聚力和内摩擦角)非常重要。为了确定这些参数,使用了实验室测试。这项工作的主要目的是评估人工神经网络(ANN)和回归树(CART)技术间接估计这些参数的潜力。研究了四种不同的模型,考虑了6种输入的不同组合,例如砾石%,砂%,淤泥%,粘土%,干密度和可塑性指数,以评估它们对剪切参数预测的影响程度。使用相关系数和均方根误差度量进行了性能评估。观察到,对于摩擦角的预测,两种技术的性能大致相同。但是,对于内聚力的预测,ANN技术比CART技术的性能更好。进一步观察到,考虑所有6个输入土壤参数的模型是预测剪切参数的最合适模型。同样,使用Connection Weight,Garson尝试了最佳神经网络(即6/2/2)的连接权重和偏差分析,并提出了权重偏差方法来表征输入变量对剪切强度参数的影响。据观察,连接权重方法为准确量化变量的重要性提供了最佳的总体方法,因此应优于本研究中探讨的其他方法。

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