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Transport in polymer-gel composites:Response to a bulk concentration gradient

机译:在聚合物-凝胶复合物中的运输:对体积浓度梯度的响应

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This paper examines the response of electrolyte-saturated polymer gels,embedded with charged spherical inclusions,to a weak gradient of electrolyte concentration.An electrokinetic model was presented in an earlier publication,and the response of homogeneous composites to a weak electric field was calculated.In this work,the influence of the inclusions on bulk ion fluxes and the strength of an electric field (or membrane diffusion potential) induced by the bulk electrolyte concentration gradient are computed.Effective ion diffusion coefficients are significantly altered by the inclusions,so-depending on the inclusion surface charge or zeta potential-asymmetric electrolytes can behave as symmetrical electrolytes and vice versa.The theory also quantifies the strength of flow driven by concentration-gradient-induced perturbations to the equilibrium diffuse double layers.Similarly to diffusiophoresis,the flow may be either up or down the applied concentration gradient.
机译:本文研究了嵌入了带电球形夹杂物的电解质饱和聚合物凝胶对电解质浓度的弱梯度的响应。较早的出版物提出了一种电动模型,并计算了均匀复合材料对弱电场的响应。在这项工作中,计算了夹杂物对整体离子通量的影响以及由整体电解质浓度梯度引起的电场强度(或膜扩散电势)。有效离子扩散系数被夹杂物显着改变,因此在夹杂物表面上的电荷或zeta电位不对称电解质可以表现为对称电解质,反之亦然。该理论还量化了由浓度梯度引起的扰动驱使流向平衡扩散双层的强度。类似于扩散电泳,该流可能向上或向下应用浓度梯度。

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