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A consistent integral equation theory for hard spheres

机译:硬球的一致积分方程理论

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The standard integral equation approach is used to extract the bridge function and other correlation functions of hard spheres fluid.To achieve this,we first use a recent consent closure relation proposed by Bomont et al.[J.Chen,Phys.119,2188 (2003)] that has already proven to be accurate to describe the Lennard-Jones fluid properties.Second,we take advantage of the coherent scheme derived by Bomont [J.Chen,Phys.119,11484 (2003)] to calculate the excess chemical potential the entropy and some relative transport properties.Very good agreement ,s obtained for structural uantitiefand thermodynarmc properties as compared to exact data at densities ranging from0.1 to 0.9.
机译:标准积分方程方法用于提取硬球流体的桥函数和其他相关函数。为此,我们首先使用Bomont等人提出的最近的同意关闭关系[J.Chen,Phys.119,2188( 2003)]已被证明可以准确描述Lennard-Jones流体性质。其次,我们利用Bomont推导的相干方案[J.Chen,Phys.119,11484(2003)]来计算多余的化学物质。与密度在0.1至0.9范围内的精确数据相比,在结构强度和热力学性质上取得了很好的一致性。

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