Response surface modeling and optimization of copper removal from aqua solutions using polymer assisted ultrafiltration

被引:137
作者
Cojocaru, Comehu
Zakrzewska-Trznadel, Grazyna
机构
[1] Gh Asachi Tech Univ, Fac Chem Engn, Dept Environm Engn & Management, Iasi 700050, Romania
[2] Inst Nucl Chem & Technol, Dept Nucl Methods Proc Engn, PL-03195 Warsaw, Poland
关键词
ultrafiltration; complexation; copper removal; response surface methodology; optimization;
D O I
10.1016/j.memsci.2007.04.001
中图分类号
TQ [化学工业];
学科分类号
0817 ;
摘要
The present paper discusses response surface methodology (RSM) as an efficient approach for predictive model building and optimization of hybrid complexation-ultrafiltration process. In this work the application of RSM is presented for optimization of dead-end and cross-flow polymer assisted ultrafiltration (PAUF) dealing with the removal of Cu(II) ions from aqua solutions using polyacrilic, acid (PAA) as chelating agent. All experiments were performed according to statistical designs in order to develop the predictive regression models used for optimization. The optimization of dead-end PAUF was carried out to ensure a high rejection coefficient. While the goal of cross-flow PAUF optimization was to improve hydrodynamic conditions in membrane apparatus, i.e., to minimize the permeate flux decline and to increase the average permeate flux. In the dead-end PAUF experiments a commercial polymeric membrane made of regenerated cellulose was used. The maximum rejection coefficient of 99.9% was obtained for following optimal conditions: C-PAA = 0.3 g/L, (r(PAA/cu)) = 2.78 (w/w) and pH 5.56. The cross-flow PAUF experiments were carried out using a commercial metallic tubular membrane equipped with rotating shaft inside (helical module). The optimal hydrodynamics conditions determined in this case by RSM were Delta P = 0. 19 bar, Q(R) = 54 L/h and W = 41.33 Hz (2480 rpm). The analysis of variance (ANOVA) was performed to validate the developed regression models. Also, the response surface plots were drawn for spatial representation of the regression equations. (c) 2007 Elsevier B.V. All rights reserved.
引用
收藏
页码:56 / 70
页数:15
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