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Granular computing-neural network model for prediction of longitudinal dispersion coefficients in rivers

机译:河流中纵向分散系数预测的粒状计算 - 神经网络模型

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摘要

Successful application of one-dimensional advection-dispersion models in rivers depends on the accuracy of the longitudinal dispersion coef?cient (LDC). In this regards, this study aims to introduce an appropriate approach to estimate LDC in natural rivers that is based on a hybrid method of granular computing (GRC) and an artificial neural network (ANN) model (GRC-ANN). Also, adaptive neuro-fuzzy inference system (ANFIS) and ANN models were developed to investigate the accuracy of three credible artificial intelligence (AI) models and the performance of these models in different LDC values. By comparing with empirical models developed in other studies, the results revealed the superior performance of GRC-ANN for LDC estimation. The sensitivity analysis of the three intelligent models developed in this study was done to determine the sensitivity of each model to its input parameters, especially the most important ones. The sensitivity analysis results showed that the W/H parameter (W: channel width; H: flow depth) has the most significant impact on the output of all three models in this research.
机译:在河流中的一维平流分散模型的成功应用取决于纵向分散COEF的准确性?CIEN(LDC)。在这方面,本研究旨在引入一种适当的方法来估计基于粒状计算(GRC)的混合方法和人工神经网络(ANN)模型(GRC-ANN)的自然河流中的LDC。此外,开发了自适应神经模糊推理系统(ANFIS)和ANN模型,以研究三种可信人工智能(AI)模型的准确性以及在不同的LDC值中的这些模型的性能。通过与其他研究中开发的实证模型进行比较,结果显示了GRC-ANN用于LDC估计的卓越性能。在本研究中开发的三种智能模型的灵敏度分析是为了确定每个模型对其输入参数的敏感性,尤其是最重要的模型。敏感性分析结果表明,W / H参数(W:通道宽度; H:流动深度)对本研究中所有三种模型的输出具有最大的影响。

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