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Modelling of fixed bed biosorption columns in continuous metal ion removal processes.The case of single solute local equilibrium

机译:连续去除金属离子过程中固定床生物吸附柱的建模。单溶质局部平衡的情况

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A modelling approach for a fixed bed biosorption column is presented.The developed model includes the solute bulk movement through the void space fo the bed,a solute dispersion term for simulating cases of non ideal flow,and sorption terms expressed by the appropriate sorption isotherm.The main assumption of the model is that biosorption equilibrium is rapid and no mass transfer resistances exist in the liquid and solid phase.The resulting second order non-linear partial differential equation describes the performance of a column filled with biosorbent naterial and used to remove single solute metla ions from dilute solutions.The model predicts the optimum expected operation of the bed by simulating breakthrough and concentration profile curves,under different operating conditions.Sensitivity analysis of the operating parameters,revealed that the most important of them are the sorption capacity and the sorption intensity of the biosorbent material as these terms are expressed through the Freundlich's isotherm coefficients.
机译:提出了一种固定床生物吸附柱的建模方法。开发的模型包括溶质通过床的空隙空间的体积运动,用于模拟非理想流动情况的溶质分散项,以及由适当的吸附等温线表示的吸附项。该模型的主要假设是生物吸附平衡迅速,液相和固相中均不存在传质阻力,由此产生的二阶非线性偏微分方程描述了填充有生物吸附剂的色谱柱的性能,并用于去除单个吸附剂。该模型通过模拟在不同操作条件下的穿透和浓度曲线来预测床的最佳预期操作。对操作参数的敏感性分析表明,其中最重要的是吸附能力和吸附力。这些术语的生物吸附材料的吸附强度通过t表示Freundlich的等温系数。

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