Determining Minimum Ion Exchange Resin Usage for NOM Removal

S. Qi, L. Schideman, Treavor H. Boyer
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引用次数: 11

Abstract

AbstractFor the design and analysis of an ion exchange (IEX) process, it is necessary to know the minimum IEX resin usage defined thermodynamically. Anion exchange resin sorption of dissolved natural organic matter (NOM) may follow an isotherm of either Type I or Type II, which are noticeably different at high surface coverage. The charge density of NOM, which monotonically increases with the pH, appears to play a critical role. Basic pH (high charge density) favors a Type I isotherm and acidic pH (low charge density) may change the isotherm to Type II. The Langmuir equation and the Wiegner-Jenny-Summers-Roberts (WJSR) equation can be used to quantify the Type I and Type II isotherms, respectively. Explicit relationships between minimum resin usage and desired level of removal are subsequently developed and the isotherm constants, along with the non-removable NOM fraction, are simultaneously estimated by an innovative least-squares regression (LSR) approach. The Langmuir isotherm-based model accurately de...
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确定去除NOM的最小离子交换树脂用量
摘要为了设计和分析离子交换(IEX)工艺,有必要从热力学角度确定IEX树脂的最小用量。阴离子交换树脂对溶解的天然有机质(NOM)的吸附可遵循I型或II型等温线,在高表面覆盖率下,这两种类型的吸附有明显差异。随着pH值的增加,NOM的电荷密度单调增加。碱性pH(高电荷密度)有利于ⅰ型等温线,酸性pH(低电荷密度)可能使等温线转变为ⅱ型等温线。Langmuir方程和Wiegner-Jenny-Summers-Roberts (WJSR)方程可分别用于量化I型和II型等温线。随后开发了最小树脂用量与所需去除水平之间的明确关系,并通过创新的最小二乘回归(LSR)方法同时估计了等温线常数以及不可去除的NOM分数。Langmuir等温线模型准确地描述了…
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