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首页> 外文期刊>International Journal of Applied Metaheuristic Computing >Role of Regression Models in Bridge Pier Scour Prediction
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Role of Regression Models in Bridge Pier Scour Prediction

机译:回归模型在桥墩冲刷预测中的作用

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摘要

Scour monitoring is an important concern in the design of any hydraulic structure. This study introduces the application of regression models in the prediction of scour depth around a bridge pier. Feedforward Neural Network (FFNN) and Multivariate Adaptive Regression Spline (MARS) models have been developed using different flow parameters. The flow parameters taken into consideration are the flow depth, flow velocity, pier diameter, and Froude's number. The FFNN models with different combinations of input parameters along with a simultaneous variation in the number of hidden neurons were developed to further increase the prediction accuracy. The best combination of hidden neurons and input parameters was selected and compared with the developed MARS model. Further, these models were compared with the selected empirical models to find out the best possible model for bridge pier scour prediction. All the developed regression models and selected empirical models were compared using standard statistical performance evaluation measures such as Root Mean Square Error (RMSE), Nash-Sutcliffe Efficiency (NSE), Mean Absolute Percentage Error (MAPE) and Percentage BIAS (PBIAS). The FFNN model developed with 4-input parameters performed better compared with other combinations of input parameters. The performance indices of all developed models show that as the input parameter increases, prediction accuracy also increases. A superior prediction accuracy was observed with FFNN model with 4-input parameters compared to MARS model and other selected empirical models.
机译:冲刷监控是任何水工结构设计中的重要考虑因素。这项研究介绍了回归模型在预测桥墩周围冲刷深度中的应用。前馈神经网络(FFNN)和多元自适应回归样条(MARS)模型已使用不同的流量参数进行了开发。考虑的流量参数是流量深度,流速,桥墩直径和弗洛德数。开发了具有不同输入参数组合以及隐藏神经元数量的同时变化的FFNN模型,以进一步提高预测准确性。选择隐藏神经元和输入参数的最佳组合,并将其与已开发的MARS模型进行比较。此外,将这些模型与选定的经验模型进行比较,以找出最佳的桥墩冲刷预测模型。使用标准的统计性能评估方法,例如均方根误差(RMSE),纳什-苏克利夫效率(NSE),平均绝对百分比误差(MAPE)和百分比BIAS(PBIAS),比较所有已开发的回归模型和选定的经验模型。与其他输入参数组合相比,使用4输入参数开发的FFNN模型表现更好。所有已开发模型的性能指标都表明,随着输入参数的增加,预测准确性也会提高。相比于MARS模型和其他选定的经验模型,具有4个输入参数的FFNN模型具有更高的预测精度。

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