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Ion Exchange Column Performance Model for Separation of Zr(IV) and Hf(IV) in Elution Process

机译:洗脱过程中Zr(IV)和Hf(IV)分离的离子交换柱性能模型

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A mathematical model of sorption of Zirconium and Hafnium cations mixture and elution of these ions from a cation exchange resin bed is developed. Sulfuric acid is selected as the eluent for selective separation of Zr and Hf in a packed bed of Dow ex cation exchange resin. The column model is a dispersed plug flow model,and assumed to consist of randomly packed synthetic and spherical resin beads with constant diameter. The beads are assumed to be porous containing not only active sites on their solid structure but also solution-filled pores. The model incorporates mass transfer resistances including inter and intra-particle effects within the solid and fluid phases, lntra-particle diffusion is treated by employing pore diffusion model. The adsorption phenomena of the cations on the active sites is expressed by the equilibrium relationship characterized by a form of the extended Langmuir equation. The batch experiments are carried out in order to determine Langmuir parameters at equilibrium, and pore diffusivity at transitional conditions. These parameters are used in the dynamic model of adsorption and desorption of the mentioned cations. Unlike a number of earlier models the present mathematical model does not have assumptions such as the linearity of the sorption isotherms, uniform concentration profile in the resin particles and ideal plug liquid flow along the bed. It is found that the present model predicts the breakthrough and chromatographic curves with a fair degree of accuracy. It is concluded that the eluent acid concentration and flow rate of the liquid along the bed are the most two important variables which influence the efficiency of separation.
机译:建立了吸附锆和Ha阳离子混合物并从阳离子交换树脂床上洗脱这些离子的数学模型。选择硫酸作为洗脱剂,用于在陶氏阳离子交换树脂的填充床中选择性分离Zr和Hf。柱模型是分散的塞流模型,假定由恒定直径的随机堆积的合成和球形树脂珠组成。假定珠是多孔的,不仅在其固体结构上包含活性位点,而且还包含溶液填充的孔。该模型结合了传质阻力,包括固相和液相内的颗粒间和颗粒内效应,采用孔扩散模型处理了颗粒内扩散。阳离子在活性位上的吸附现象由平衡关系表示,该平衡关系的特征是扩展的朗缪尔方程式。为了确定平衡时的朗缪尔参数和过渡条件下的孔扩散系数,进行了批处理实验。这些参数用于所述阳离子的吸附和解吸的动力学模型。与许多早期模型不同,本数学模型没有假设,如吸附等温线的线性,树脂颗粒中的浓度分布均匀以及沿着床层的理想塞液流动。发现本模型可以相当准确地预测穿透和色谱曲线。结论是,沿着床层的洗脱液酸浓度和流速是影响分离效率的最重要的两个重要变量。

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