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Estimation of infiltration rate and deep percolation water using feed-forward neural networks in Gorgan Province

机译:利用前馈神经网络估算戈尔根省的入渗率和深层渗滤水

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The two common methods used to develop PTFs are multiple - linear regression method and Artificial Neural Net work. One of the advantages of neural networks compared to traditional regression PTFs is that they do not require a priori regression model, which relates input and output data and in general is difficult because these models are not known. So at present research, we compare performance of feed - forward back - propagation network to predict soil properties. Soil samples were collected from different horizons profiles located in the Gorgan Province, North of Iran. Measured soil variables included texture, orga nic carbon, water saturation percentage Bulk density, Infiltration rate and deep percolation. Then, multiple linear regression and neural network model were employed to develop a pedotransfer function for predicting soil parameters using easily measurable characteristics of clay, silt, SP, Bd and organic carbon. The performance of the multiple linear regression and neural network model was evaluated using a test data set by R 2 , RMSE and RSE. Results showed that artificial neural network with two and five ne urons in hidden layer had better performance in predicting soil hydraulic properties than multivariate regression. In conclusion, the result of this study showed that both ANN and regression predicted soil properties with relatively high accuracy that show ed that strong relationship between input and output data and also high accuracy in determining of data.
机译:开发PTF的两种常用方法是多元线性回归法和人工神经网络法。与传统回归PTF相比,神经网络的优点之一是它们不需要先验回归模型,该模型将输入和输出数据相关联,并且通常很困难,因为这些模型是未知的。因此,在目前的研究中,我们比较前馈-后向传播网络的性能来预测土壤特性。从位于伊朗北部戈尔甘省的不同层位剖面收集土壤样品。测得的土壤变量包括质地,有机碳,水饱和度百分比,堆积密度,渗透率和深层渗滤。然后,采用多元线性回归和神经网络模型,利用易于测量的粘土,粉砂,SP,Bd和有机碳的特征,开发了一种预测土壤参数的pedotransfer函数。使用R 2,RMSE和RSE的测试数据集评估多元线性回归和神经网络模型的性能。结果表明,在隐层中具有两个和五个神经元的人工神经网络在预测土壤水力特性方面具有比多元回归更好的性能。总之,这项研究的结果表明,人工神经网络和回归模型均以相对较高的精度预测了土壤的性质,这表明输入和输出数据之间的密切关系以及确定数据的准确性也很高。

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