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The Mathematical Modelling of the Electrodialysis Process of Ammonium Sulfate Solutions

机译:硫酸铵溶液电渗析过程的数学建模

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The experimental study was carried out on a laboratory-scale electrodialysis (ED) unit model TS2-5 (Eurodia-Tokuyama) equipped with five cell pairs.The membranes used were AMX type anion-exchange membranes,and CMS type cation-exchange membranes,each of 0.02 m~2 surface area.The feed was an ammonium sulfate aqueous solution with 88-92 mol/m~3.The evolution with time of the solution concentration in dilute and in concentrate compartments has been determined for two flow rates and four voltages,at 300 K.A phenomenological mathematical model was derived to describe the concentration evolution time.The integrated model contains two semi-empirical constants which have been identified by confronting the experimental data with the computed ones.The relative errors of the model including the average values of the constants have been estimated.The validated model was finally used to extrapolate the ED process in order to determine the necessary time for an almost complete (over 98%,or less then 1.5 mol/m~3 residual salt in the final dilute) removal of ammonium sulfate.
机译:实验研究是在配有5个细胞对的TS2-5型欧洲实验室电渗析(ED)单元上进行的。所用的膜为AMX型阴离子交换膜和CMS型阳离子交换膜,各自为0.02 m〜2的表面积。进料为88-92 mol / m〜3的硫酸铵水溶液。在两种流速和四种流速下,确定了稀释室和浓缩室中溶液浓度随时间的变化。推导了300 KA电压的现象学数学模型来描述浓度的演化时间。该集成模型包含两个半经验常数,这些常数是通过将实验数据与计算所得的值相对确定的。模型的相对误差包括平均值最后,使用经过验证的模型外推ED过程,以确定几乎完成(超过98%或更少的时间)所需的时间。在最后的稀溶液中加入1.5 mol / m〜3的残留盐)除去硫酸铵。

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