利用密度泛函理论和分子动力学方法，对处于两平行硬墙之间的硬球流体的密度分布进行了计算。
The density profile of hard sphere fluid confined in two parallel hard walls was studied by using Rosenfeld density Functional Theory (DFT) and Molecular Dynamics (MD) simulation method.
基于微扰理论及方阱流体配位数模型，建立了适用于链状流体的微扰方阱硬球链状态方程。
Based on the perturbation theory, the Perturbed Square Well chain Equation of State (PSWC EOS) for chain like liquid system has been developed.
将链式硬球模型自扩散系数方程与统计缔合流体理论(SAFT)相结合起来。
The new associating hard sphere chain equation combined the hard sphere chain model (HSC) of self-diffusion coefficient with the statistical associating fluid theory (SAFT).
以硬球-静电硬球为参考流体，采用微扰理论建立了电解质溶液的状态方程。
By taking the neutral hard sphere-charged hard sphere mixture as reference fluid, an EOS for density calculation is developed with perturbation theory.
以硬球-静电硬球为参考流体，采用微扰理论建立了电解质溶液的状态方程。
By taking the neutral hard sphere-charged hard sphere mixture as reference fluid, an EOS for density calculation is developed with perturbation theory.
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