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New analytical formulations for calculation of dispersion parameters of Gaussian model using parallel CFD

机译:使用并行CFD计算高斯模型色散参数的新解析公式

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New analytical formulations are presented for calculation of most effective parameters in the Gaussian plume dispersion model; the standard deviations of concentration for horizontal and vertical dispersion in neutral atmosphere conditions. Employing parallel Computational Fluid Dynamics (CFD) as a powerful tool, some well-known analytical generations of Pasquill-Gifford-Turner experimental data are modified. To achieve this aim, CFD simulations are carried out for single stack dispersion on flat terrain surface and ground level concentrations are determined in different distances. An inverse procedure in Gaussian plume dispersion model is then applied and standard deviations of horizontal and vertical dispersions are obtained. The values are compared with those of the well-known methods of Doury, Briggs and Hanna in two cases: the experimental data for release of krypton-85 from 100 m high and pollution dispersion from three 28 m high stacks of Besat power plant near Tehran. The comparison indicates that new formulations for plume dispersion are more accurate than other well-known formulations.
机译:提出了新的分析公式,用于计算高斯羽状弥散模型中最有效的参数。在中性大气条件下水平和垂直分散的浓度标准偏差。利用并行计算流体动力学(CFD)作为强大的工具,对Pasquill-Gifford-Turner实验数据的一些著名分析代进行了修改。为了实现这一目标,对平坦地面上的单堆扩散进行了CFD模拟,并确定了不同距离的地面浓度。然后应用高斯羽状弥散模型中的逆过程,获得水平和垂直弥散的标准偏差。在两种情况下,将这些值与著名的Doury,Briggs和Hanna方法进行了比较:来自德黑兰附近Besat发电厂的100 m高的rypto 85释放量和三28 m高烟囱的污染扩散的实验数据。比较表明,用于羽流分散的新配方比其他众所周知的配方更准确。

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