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首页> 外文期刊>Journal of Hydroinformatics >Conjunction of artificial intelligence-meshless methods for contaminant transport modeling in porous media: an experimental case study
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Conjunction of artificial intelligence-meshless methods for contaminant transport modeling in porous media: an experimental case study

机译:结合人工智能-无网格方法在多孔介质中进行污染物迁移建模:一个实验案例研究

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摘要

In this research, a new hybrid artificial intelligence (AI)-meshless approach was presented for modeling contaminant transport in porous media. The key innovation of the proposed hybrid model is that both black box and physical-based models were used for simulating contaminant transport in porous media. An experimental model was also used to test the effectiveness of the proposed approach. In this method, for each test point (TP), artificial neural network (ANN) and adaptive neuro-fuzzy inference system (ANFIS) models were calibrated to predict temporal contaminant concentrations (CCs). Then, considering the predicted CCs of TPs as interior conditions, the multiquadric radial basis function (MQ-RBF) as a meshless method which solves partial differential equation (PDE) of contaminant transport modeling in porous media, was used to estimate CC value at any point within the study area (in the experiment, sand tank) where there is not any TP. In this stage, optimal values of dispersion coefficient in advection-dispersion PDE and shape coefficient of MQ-RBF were determined using imperialist competitive algorithm. Optimizing these parameters could handle some uncertainties of the phenomenon. Results showed that the efficiency of ANFIS-meshless model is almost the same as ANN-meshless model due to less uncertainties involved in the obtained data under controlled experiments.
机译:在这项研究中,提出了一种新的混合人工智能(AI)-无网格方法,用于模拟多孔介质中的污染物传输。提出的混合模型的关键创新是黑匣子模型和基于物理的模型都用于模拟污染物在多孔介质中的传输。实验模型也被用来测试该方法的有效性。在这种方法中,对每个测试点(TP),人工神经网络(ANN)和自适应神经模糊推理系统(ANFIS)模型进行校准,以预测时间污染物浓度(CCs)。然后,考虑到TPs的预测CCs作为内部条件,使用多二阶径向基函数(MQ-RBF)作为无网格方法来求解多孔介质中污染物迁移模型的偏微分方程(PDE),用于估算任意位置的CC值研究区域内的点(在实验中为沙罐)中没有任何TP。在这一阶段,使用帝国主义竞争算法确定对流扩散PDE中的扩散系数的最佳值和MQ-RBF的形状系数。优化这些参数可以处理该现象的一些不确定性。结果表明,ANFIS-无网格模型的效率几乎与ANN-无网格模型相同,这是由于在受控实验下获得的数据涉及的不确定性较小。

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