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Mathematical Modeling of the Effect of Pulsed Electric Field on the Specific Permselectivity of Ion-Exchange Membranes

机译:脉冲电场对离子交换膜特定渗滤性的影响数学建模

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摘要

The application of pulsed electric field (PEF) in electrodialysis has been proven to be efficient for a number of effects: increasing mass transfer rate, mitigation of scaling and fouling, reducing water splitting. Recently, the improvement of the membrane permselectivity for specific counterions was discovered experimentally by the group of Laurent Bazinet (N. Lemay et al. J. Memb. Sci. 604, 117878 (2020)). To better understanding the effect of PEF in electrodialysis, simulations were performed using a non-stationary mathematical model based on the Nernst–Planck and Poisson equations. For the first time, it was not only the condition used when the current density is specified but also the condition when the voltage is set. A membrane and two adjacent diffusion layers are considered. It is shown that when applying the regime used by Lemay et al. (the same current density in conventional continuous current (CC) mode and during the pulses in PEF mode), there is a significant gain in specific permselectivity. It is explained by a reduction in the membrane concentration polarization in PEF mode. In the CC mode of electrodialysis, increasing current density leads to a loss in specific permselectivity: concentration profiles in the diffusion layers and membrane are formed in such a way that ion diffusion reduces the migration flux of the preferentially transferred ion and increases that of the poorly transferred ion. In PEF mode, the concentration profiles are partially restored during the pauses when the current is zero. However, if a different condition is used than the condition applied by Lemay et al., that is, when the same average current density is applied in both the PEF and CC modes, there is no gain in specific permeability. It is shown that within the framework of the applied mathematical model, the specific selectivity depends only on the average current density and does not depend on the mode of its application (CC or PEF mode).
机译:已证明脉冲电场(PEF)在电渗析中的应用是有效的,效果有效:增加传质速率,减轻缩放和污垢,减少水分裂。最近,由Laurent Bazinet组实验发现特定抗衡离子膜渗滤性的改善(N.Lemay等人。MEMB。SCI。604,117878(2020))。为了更好地理解PEF在电渗析中的效果,使用基于NERNST-PLANCK和Poisson方程的非静止数学模型进行仿真。首次,它不仅是指定电流密度而且设置电压时的条件。考虑膜和两个相邻的扩散层。结果表明,当施用LEMAY等人使用的制度时。 (传统连续电流(CC)模式中的相同电流密度和PEF模式下的脉冲),在特定的PERMELECTIVY中存在显着的增益。通过PEF模式下的膜浓度偏振的降低解释。在电渗析的CC模式中,增加电流密度导致特定渗滤性的损失:扩散层和膜中的浓度分布以这样的方式形成,使得离子扩散降低优先转移离子的迁移通量并增加了不良的偏移转移离子。在PEF模式下,当电流为零时,在暂停期间部分恢复浓度分布。但是,如果使用LEMAY等人施加的情况使用不同的条件,即,当在PEF和CC模式中施加相同的平均电流密度时,在PEF和CC模式中施加相同的平均电流密度时,在特定渗透性上没有增益。结果表明,在所应用的数学模型的框架内,特定的选择性仅取决于平均电流密度,并且不依赖于其应用程序(CC或PEF模式)。

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