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Overlapping associating fluids with directional bonds in a bulk and near a hard wall: Monte Carlo study

机译:大量流体和定向壁在大体积且靠近硬壁的情况下重叠:蒙特卡洛研究

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Two models have been used in these Monte Carlo simulations: the original model with an angular-dependent associative interaction and a model with an angular-averaged potential, which is better suited For simulation and computationaly more efficient. We show that in the homogeneous case under the same conditions, both models yield a nearly identical interparticle structure, but with a slightly different degree of dimerization. This causes differences between these models in the local density distribution of monomers and dimers when ail inhomogeneity is present. though the resulting local total density distribution is found to be the same. The theoretical predictions based on Wertheim's theory of association are always closer to the simulation data For the model with the angular-averaged potential. [References: 16]
机译:在这些蒙特卡洛模拟中使用了两个模型:原始模型具有依赖于角度的关联交互作用,并且模型具有具有角度平均势能的模型,该模型更适合于模拟和计算,效率更高。我们显示,在相同条件下的均质情况下,两个模型均产生几乎相同的粒子间结构,但二聚化程度略有不同。当存在所有不均一性时,这会导致这些模型之间在单体和二聚体的局部密度分布方面存在差异。尽管发现最终的局部总密度分布是相同的。对于具有角均势的模型,基于Wertheim关联理论的理论预测总是更接近于仿真数据。 [参考:16]

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