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Inhomogeneous fluid of penetrable-spheres: Application of the random phase approximation

机译:可渗透球的不均匀流体:随机相位逼近的应用

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The focus of the present work is the application of the random phase approximation (RPA), derived for inhomogeneous fluids [Frydel and Ma, Phys. Rev. E 93, 062112 (2016)], to penetrable-spheres. As penetrable-spheres transform into hard-spheres with increasing interactions, they provide an interesting case for exploring the RPA, its shortcomings, and limitations, the weak-versus the strong-coupling limit. Two scenarios taken up by the present study are a one-component and a two-component fluid with symmetric interactions. In the latter case, the mean-field contributions cancel out and any contributions from particle interactions are accounted for by correlations. The accuracy of the RPA for this case is the result of a somewhat lucky cancellation of errors. Published by AIP Publishing.
机译:本作本作的焦点是应用随机相位近似(RPA),衍生用于非均匀流体[FRYDEL和MA,PHY。 Rev. E 93,062112(2016)],渗透 - 球体。 由于渗透球随着相互作用的增加而变成硬球,它们为探索RPA,其缺点和局限性提供了一个有趣的案例,弱耦合限度。 本研究中占用的两种情景是具有对称相互作用的单组分和双组分流体。 在后一种情况下,通过相关性抵消的平均场贡献以及粒子相互作用的任何贡献。 这种情况下RPA的准确性是毫无幸运的错误的结果。 通过AIP发布发布。

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