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Contact time optimization of two-stage batch adsorber systems using the modified film-pore diffusion model

机译:使用改进的膜-孔扩散模型优化两级间歇式吸附器系统的接触时间

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In this paper, a contact time optimization methodology of a two-stage batch adsorber system taking minimum contact time as the objective function has been developed. The initial concentration of the second stage unit and adsorbent weight have been designated as variables and these have been studied under two conditions of the equilibrium solid-phase concentration, q(e), namely, when q(e) is a variable and when q(e) is a constant. Contact time optimization of a two-stage batch adsorber system has been demonstrated at three different conditions/cases for the adsorption of phenol on activated carbon and the adsorption of Astrazone Blue dye (Basic Blue 69) onto silica. A new concept of "pinch point" for the optimum design of batch adsorber system has been proposed. The optimization solutions show that there is a significant difference for minimum contact time at different process conditions. The diffusion mass transport model used to predict the concentration-time decay curve is a film-pore diffusion model. An analytical solution has been used for simplicity which assumes a constant capacity pseudo-irreversible isotherm. (C) 2002 Elsevier Science Ltd. All rights reserved. [References: 48]
机译:本文开发了一种以最小接触时间为目标函数的两阶段间歇式吸附系统的接触时间优化方法。第二阶段单元的初始浓度和吸附剂的重量已指定为变量,并已在平衡固相浓度q(e)的两个条件下进行了研究,即q(e)为变量和q (e)是一个常数。在三种不同的条件/情况下,已经证明了两阶段间歇式吸附器系统的接触时间最优化,这可以使苯酚吸附在活性炭上,而Astrazone Blue染料(Basic Blue 69)可以吸附在二氧化硅上。已经提出了用于间歇式吸附器系统的最佳设计的“夹点”的新概念。优化解决方案表明,在不同的工艺条件下,最短接触时间存在显着差异。用于预测浓度-时间衰减曲线的扩散质量传输模型是膜孔扩散模型。为简单起见,已使用一种解析解决方案,该解决方案假定容量为拟不可逆等温线。 (C)2002 Elsevier ScienceLtd。保留所有权利。 [参考:48]

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