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Solute Dispersion Along Unsteady Groundwater Flow in a Semi-infinite Homogeneous Aquifer Using Linguistic Hedge by Mamdani Model

机译:Mamdani模型使用语言树篱在半无限均匀含水层中沿着不稳定地下水流动的溶质分散

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In the present study, the analytical solutions for dispersion of contaminants along unsteady flow of groundwater through semi-infinite aquifer are represented by fuzzy linguistic hedges. The sources of pollution are both a point input at origin and a spatially distributed background source. The analytical solutions thus obtained are put into Mamdani model with different linguistic variables, and the model thus formed gives the result of solute concentration in literal sense in different point of time and space. The MATLAB code has been generated to simulate the Mamdani Model and to find the fuzziness of the solution of AD equation (Advection-Dispersion Equation) along unsteady flow.
机译:在本研究中,通过半无限含水层沿着地下水不稳定流动的污染物分散的分析溶液由模糊语言树篱代表。污染源既是原点上的点输入和空间分布的背景源。由此获得的分析溶液用不同的语言变量投入Mamdani模型,因此因此形成的模型在不同的时间点和空间中的文字意义上的溶质浓度给出了结果。已经生成了MATLAB代码以模拟Mamdani模型,并找到沿着不稳定流的广告方程(平程 - 色散方程)解的模糊性。

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