首页> 外文会议>Biennial conference of the International Association on Water Quality >GROUNDWATER REMEDIATION BY ANIONIC SURFACTANT MICELLES - AN INNOVATIVE DOUBLE LAYER MODEL APPLIED TO Na~+ AND Mg~(2+) ASSOCIATION WITH DODECYLSULFATE MICELLES
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GROUNDWATER REMEDIATION BY ANIONIC SURFACTANT MICELLES - AN INNOVATIVE DOUBLE LAYER MODEL APPLIED TO Na~+ AND Mg~(2+) ASSOCIATION WITH DODECYLSULFATE MICELLES

机译:阴离子表面活性剂对地下水的修复-适用于十二烷基磺酸盐胶束的Na〜+和Mg〜(2+)缔合的创新双层模型

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The association reactions involving counterions, Na~+ and Mg~(2+), and micelles composed of the anionic surfactant, dodecylsulfate (DS~-), were investigated in ultrafiltration experiments. To access the data, an innovative model was developed that considered specific counterion binding within a Stern layer, with binding constant dependent upon the electrical potential as derived by the Poisson-Boltzmann equation and with calculation of the cmc as a function of counterion binding (or association). The experimental and model results both show that magnitude of counterion binding is greater for divalent species, Mg~(2+), than that for the monovalent species, Na~(2+). However, high concentration of Na~+ compete for surface area diminishing the ability of the DS~- to bind either divalent species. At experimental conditions from 0 to 100 mM NaCl addition, the binding ratio (BR) varied only from 0.58 to 0.63. The optimum binding constants, K_(Mg) and K_(Na), were determined to be 0.4 and 1.0 L mol~(-1), respectively, for the model. The experimental data and model calculated results were generally in good agreement.
机译:在超滤实验中研究了涉及抗衡离子Na〜+和Mg〜(2+)以及由阴离子表面活性剂十二烷基硫酸盐(DS〜-)组成的胶束的缔合反应。为了访问数据,开发了一种创新的模型,该模型考虑了Stern层内的特定抗衡离子结合,其结合常数取决于通过Poisson-Boltzmann方程得出的电势,并且将cmc计算为抗衡离子结合的函数(或协会)。实验和模型结果均表明,二价物种Mg〜(2+)的抗衡离子结合强度大于单价物种Na〜(2+)的抗衡离子结合强度。但是,高浓度的Na〜+竞争表面积,从而降低了DS〜-结合任何一种二价物质的能力。在添加0至100 mM NaCl的实验条件下,结合率(BR)仅在0.58至0.63之间变化。确定该模型的最佳结合常数K_(Mg)和K_(Na)分别为0.4和1.0 L mol〜(-1)。实验数据与模型计算结果基本吻合。

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