首页> 外文期刊>International journal of simulation: systems, science and technology >A NON-DIMENSIONAL MATHEMATICAL MODEL OF SALINITY MEASUREMENT IN THE CHAOPHRAYA RIVER USING AN UNCONDITIONALLY STABLE FINITE DIFFERENCE METHOD
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A NON-DIMENSIONAL MATHEMATICAL MODEL OF SALINITY MEASUREMENT IN THE CHAOPHRAYA RIVER USING AN UNCONDITIONALLY STABLE FINITE DIFFERENCE METHOD

机译:无条件稳定有限差分法测量潮汕河流域盐度的一维数学模型

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The total quantity of salinity in water resources can affect to human health. Salinity assessment refers to the measurement of the quantity of salt in sources of fresh water. There are two main methods of measurement the concentration of salinity in rivers such as the field measurement and the mathematical modeling. There are many research have been proposed several dimensional mathematical models of salinity measurement. In this research, a non-dimensional mathematical model of salinity measurement is proposed. The south Chaophraya, Thailand river is considered. The physical parameters setting techniques are also proposed. An unconditionally stable finite difference techniques is employed to approximate the salinity along the river. The approximated salinities are compared with the actual monitored data. The proposed salinity measurement techniques gives good agreement results.
机译:水资源中的盐分总量会影响人类健康。盐度评估是指对淡水来源中的盐量进行测量。有两种主要的测量河流中盐分浓度的方法,例如田间测量和数学建模。已经提出了许多研究盐度测量的几种多维数学模型。在这项研究中,提出了盐度测量的无量纲数学模型。南湄南河,泰国河被认为。还提出了物理参数设置技术。采用无条件稳定的有限差分技术来估算沿河的盐度。将近似的盐度与实际监测的数据进行比较。所提出的盐度测量技术给出了良好的一致性结果。

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