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Quantitative Theory of Electroosmotic Flow in Fused-Silica Capillaries Using an Extended Site-Dissociation-Site-Binding Model

机译:使用扩展的位解离位点结合模型的熔融石英毛细管中的电渗流定量理论

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To optimize separations in capillary electrophoresis, it is important to control the electroosmotic mobility of the running buffer and the factors that affect it. Through the application of a site-dissociation-site-binding model, we demonstrated that the electroosmotic mobility could be controlled qualitatively and quantitatively by the parameters related to the physical and chemical properties of the running buffer: pH, cation valence, ionic strength, viscosity, activity, and dissociation constant. Our study illustrated that the logarithm of the number of apparent silanol sites on a fused-silica surface has a linear relation-ship with the pH of a buffer solution. The extension of the chemical kinetics approach allowed us to obtain the thickness of the electrical double layer when multivalent inorganic cations are present with monovalent cations in a buffer solution, and we found that the thickness of the electrical double layer does not depend on the charge of anions. The general equation to predict the electroosmotic mobility suggested here also indicates the increase of electroosmotic mobility with temperature. The general equation was experimentally verified by three buffer scenarios: (i) buffers containing only monovalent cations; (ii) buffers containing multivalent inorganic cations; and (iii) buffers containing cations and neutral additives. The general equation can explain the experimental observations of (i) a maximum electroosmotic mobility for the first scenario as the pH was varied at constant ionic strength and (ii) the inversion and maximum value of the electroosmotic mobility for the second scenario when the concentration of divalent cations was varied at constant pH. A good agreement between theory and experiment was obtained for each scenario.
机译:为了优化毛细管电泳分离,控制运行缓冲液的电渗迁移率及其影响因素非常重要。通过位点解离位点结合模型的应用,我们证明了电渗迁移率可以通过与运行缓冲液的物理和化学性质有关的参数定性和定量地控制:pH,阳离子价,离子强度,粘度,活性和解离常数。我们的研究表明,熔融石英表面上明显的硅烷醇位点数的对数与缓冲溶液的pH值呈线性关系。当缓冲溶液中存在多价无机阳离子和单价阳离子时,化学动力学方法的扩展使我们能够获得双电层的厚度,并且我们发现双电层的厚度不依赖于电荷的电荷。阴离子。此处建议的用于预测电渗迁移率的通用方程式还表明电渗迁移率随温度的升高。通过三个缓冲液场景对通用方程进行了实验验证:(i)仅包含一价阳离子的缓冲液; (ii)含有多价无机阳离子的缓冲液; (iii)含有阳离子和中性添加剂的缓冲液。通用方程式可以解释以下实验观察结果:(i)在恒定离子强度下pH值变化时,第一种情况下的最大电渗迁移率;以及(ii)当第二种情况下的pH浓度为2时,第二种情况下电渗迁移率的反转和最大值。二价阳离子在恒定pH下变化。对于每种情况,理论和实验之间都取得了良好的共识。

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