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Finite element modeling of seawater intrusion into well-mixed estuaries

机译:海水混入河口的有限元模拟

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摘要

Estuaries are main water resources for various drinking, agricultural and industrial purposes in coastlines. With increasing water demand in these areas, the discharge of industrial and municipal wastewater into rivers and estuaries has increased. On the other hand, seawater intrusion into estuaries has decreased water quality which becomes more severe under the high tides. In order to reduce the undesirable impacts of seawater intrusion, recognition of the influential mechanisms and prediction of their impacts is essential. To achieve this, computer models are usually considered as the main tools. Throughout this paper a novel finite element model has been developed which is particularly applicable in the simulation of the flow hydrodynamics and salt transport in well-mixed estuaries. The presented model consists of two steps, that is, in the first step hydraulic parameters of estuary under tidal wave is computed and in the second step salt concentration at different points during a tide is determined. Continuity and momentum equations are governing equations in the first part while the advection-diffusion equation is used in the second part. Taylor-Galerkin Finite Element technique is applied to the formulation associated with the developed model. According to this approach, governing equations are descritized by Galerkin weighted residual method with respect to space while temporal discritization is implemented by finite difference method. To evaluate the accuracy of the model several analytical and numerical examples have been studied. A comparison between the obtained and expected results indicates the favorable performance of the model and its capability for simulation of seawater intrusion into this type of estuaries.
机译:河口是海岸线上各种饮用水,农业和工业用途的主要水资源。随着这些地区对水的需求增加,工业和市政废水向河流和河口的排放量增加了。另一方面,海水侵入河口降低了水质,在涨潮时变得更加严重。为了减少海水入侵的不良影响,识别影响机制并预测其影响至关重要。为此,通常将计算机模型视为主要工具。在整个本文中,开发了一种新颖的有限元模型,该模型特别适用于在充分混合的河口中进行流动流体动力学和盐分迁移的模拟。提出的模型包括两个步骤,即第一步计算潮汐作用下河口的水力参数,第二步确定潮汐期间不同点的盐浓度。在第一部分中,连续性和动量方程是控制方程,在第二部分中,使用对流扩散方程。将泰勒-加勒金有限元技术应用于与开发模型相关的公式。按照这种方法,用Galerkin加权残差法对空间进行控制方程式化,而用有限差分法实现时间离散化。为了评估模型的准确性,已经研究了一些分析和数值示例。所得结果与预期结果之间的比较表明,该模型具有良好的性能,并且具有模拟海水侵入此类河口的能力。

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