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Modeling the aeration efficiency of a passively aerated vertical-flow biological filter

机译:模拟被动曝气垂直流生物滤池的曝气效率

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摘要

A model aimed at calculating the aeration efficiency of a passively aerated biological vertical bed unit is presented. The model allows the calculation of the mass of air that would flow via convection into the vertical bed, therefore enabling the prediction of the maximal capacity of the bed as an aerobic biological reactor. Aeration efficiency, defined as the volume of air that would enter the bottom of the bed as a function of the volume of water that is drained from it, is predicted in the model as a function of the mean particle size of the gravel media, and the diameter and number of the aeration tubes installed. The model was calibrated in the laboratory and verified using results from a pilot scale vertical bed treating secondary municipal wastewater effluents. The principal model equation is: E-PAVB =N D-p(p)4/ (N D-p(p)4+ 0.285(p)D (2)(r)delta(2)), where E-PAFB =efficiency of the passive air pump (-); N-p=number of aeration pipes (-); D-p=aeration pipes' diameter (m); p=medium porosity (-); and D-r=vertical bed diameter (m).
机译:提出了一种旨在计算被动曝气生物垂直床单元曝气效率的模型。该模型可以计算通过对流流入垂直床的空气质量,因此可以预测该床作为有氧生物反应器的最大容量。充气效率定义为模型中砂砾介质平均粒径的函数,通气效率定义为进入床底的空气量与从床底排出的水量的函数关系,安装的曝气管的直径和数量。该模型已在实验室中进行了校准,并使用中试规模垂直床处理市政二级废水的结果进行了验证。主要模型方程为:E-PAVB = N Dp(p)4 /(N Dp(p)4+ 0.285(p)D(2)(r)delta(2)),其中E-PAFB =效率被动气泵(-); N-p =曝气管数量(-); D-p =曝气管直径(m); p =中等孔隙率(-); D-r =垂直床直径(m)。

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