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Not macro, not micro, but meso: Three coarse-grained methods for thermodynamic properties of partially structured fluids

机译:不是宏观的,不是微观的,而是中观的:部分结构化流体的热力学性质的三种粗粒度方法

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Macroscopic thermodynamics (e.g., classical equations of state) cannot provide an adequate description of the equilibrium properties of complex fluids or of simple fluids under near-microscopic constraints; such fluids have partial structure. Microscopic thermodynamics, through atomistic-level theory or simulations, can give such a description in principle, but the required calculations are often excessive and the required detailed atomic information may not be available. Mesothermodynamics provides an intermediate method by describing fluids on a scale that reflects the fluid's significant (but not detailed) properties as determined by whatever is responsible for partial structure. Mesothermodynamics is not new but has made remarkable progress. To introduce its achievements to a wide audience, three examples are presented: phase transitions in a diblock copolymer; liquid-liquid equilibria in a binary mixture confined within a narrow pore; and pattern recognition by adsorption of a statistically-characterized heteropolymer on a statistically-characterized surface. Each example uses a somewhat different method: Landau expansion, density-functional theory and field theory. All three examples show that mesothermodynamics can yield analytic results for the phase behavior of partially-structured fluids. Mesothermodynamics provides a powerful tool for development of new materials and for calculating thermodynamic properties of fluids under geometric constraints such as interfaces. (C) 1998 Elsevier Science B.V. All rights reserved. [References: 16]
机译:宏观热力学(例如经典的状态方程)无法充分描述复杂流体或简单流体在接近微观约束下的平衡特性;这样的流体具有部分结构。通过原子级理论或模拟的微观热力学原则上可以给出这样的描述,但是所需的计算通常是多余的,并且可能无法获得所需的详细原子信息。等温动力学提供了一种中间方法,该方法以一定比例描述流体,该尺度反映了流体的重要(但不是详细的)特性,而该特性是由负责部分结构的因素决定的。等温动力学不是新事物,但已经取得了显着进步。为了向广大读者介绍其成就,给出了三个例子:二嵌段共聚物中的相变;限制在狭窄孔中的二元混合物中的液-液平衡;通过在统计表征的表面上吸附统计表征的杂聚物来识别图案。每个示例使用的方法略有不同:Landau展开,密度泛函理论和场论。这三个例子都表明,等温热力学可以对部分结构的流体的相态产生分析结果。等温动力学为开发新材料和计算界面等几何约束下的流体热力学性质提供了强大的工具。 (C)1998 Elsevier Science B.V.保留所有权利。 [参考:16]

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