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首页> 外文期刊>The journal of physical chemistry, B. Condensed matter, materials, surfaces, interfaces & biophysical >Structure and adsorption of a hard-core multi-Yukawa fluid confined in a slitlike pore: Grand canonical Monte Carlo simulation and density functional study
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Structure and adsorption of a hard-core multi-Yukawa fluid confined in a slitlike pore: Grand canonical Monte Carlo simulation and density functional study

机译:狭缝状孔隙内的硬核多汤川流体的结构和吸附:大正则蒙特卡罗模拟和密度泛函研究

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摘要

Because of the increasing interest in studying the phenomenon exhibited by charge-stabilized colloidal suspensions in confining geometry, we present a density functional theory (DFT) for a hard-core multi-Yukawa fluid. The excess Helmholtz free-energy functional is constructed by using the modified fundamental measure theory and Rosenfeld's perturbative method, in which the bulk direct correlation function is obtained from the first-order mean spherical approximation. To validate the established theory, grand canonical ensemble Monte Carlo (GCMC) simulations are carried out to determine the density profiles and surface excesses of multi-Yukawa fluid in a slitlike pore. Comparisons of the theoretical results with the GCMC data suggest that the present DFT gives very accurate density profiles and surface excesses of multi-Yukawa fluid in the slitlike pore as well as the radial distribution functions of the bulk fluid. Both the DFT and the GCMC simulations predict the depletion of the multi-Yukawa fluid near a nonattractive wall, while the mean-field theory fails to describe this depletion in some cases. Because the simple form of the direct correlation function is used, the present DFT is computationally as efficient as the mean-field theory, but reproduces the simulation data much better than the mean-field theory.
机译:由于人们对研究由电荷稳定的胶体悬浮液在局限的几何形状中表现出来的现象的兴趣日益浓厚,因此,我们提出了一种针对多核流川流体的密度泛函理论(DFT)。利用修正的基本测度理论和Rosenfeld摄动方法构造了多余的亥姆霍兹自由能泛函,其中从一阶平均球面近似得到了体积直接相关函数。为了验证已建立的理论,进行了大正则合奏蒙特卡洛(GCMC)模拟,以确定狭缝状孔隙中多汤川流体的密度分布和表面过量度。理论结果与GCMC数据的比较表明,目前的DFT给出了缝隙状孔隙中多汤川流体的非常精确的密度分布和表面过量度,以及散装流体的径向分布函数。 DFT和GCMC模拟都预测了非吸引力壁附近的多汤川流体的枯竭,而平均场理论在某些情况下无法描述这种枯竭。因为使用了直接相关函数的简单形式,所以当前的DFT在计算上与平均场理论一样高效,但是比平均场理论更好地再现了模拟数据。

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