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Diffusion Modeling in Compacted Bentonite Based on Modified Gouy-Chapman Model

机译:基于改进的Gouy-Chapman模型的压实膨润土扩散模型

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The integrated sorption and diffusion (ISD) model has been developed to quantify radionuclide transport in compacted bentonite. The current ISD model, based on averaged pore aperture and the Gouy-Chapman electric double layer (EDL) theory can quantitatively account for diffusion of monovalent cations and anions under a wide range of conditions (e.g., salinity, bentonite density). To improve the applicability of the current ISD model for multivalent ions and complex species, the excluded volume effect and the dielectric saturation effect were incorporated into the current model, and the modified Poisson-Boltzmann equations were numerically solved. These modified models had little effect on the calculation of effective diffusivity of Sr~(2+)/Cs~+/I~-. On the other hand, the model, modified considering the effective electric charge of hydrated ions, calculated using the Gibbs free energy of hydration, agreed well with the diffusion data including those of Sr~(2+).
机译:已经开发了集成的吸附和扩散(ISD)模型以量化压实膨润土中的放射性核素输送。基于平均孔隙孔径和粪便查曼电双层(EDL)理论的当前ISD模型可以定量地解释在各种条件下的一价阳离子和阴离子的扩散(例如,盐度,膨润土密度)。为了提高多价离子和复杂物种的当前ISD模型的适用性,排除的体积效应和介电饱和效果被纳入当前模型中,并且改性泊松 - 玻璃板方程是数值解决的。这些改性模型对Sr〜(2 +)/ cs〜+ / I〜 - 的有效扩散率的计算几乎没有影响。另一方面,考虑使用吉布斯自由能量计算的水合离子的有效电荷的模型,与包括Sr〜(2+)的扩散数据吻合良好。

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