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Voids, generic van der Waals equation of state, and transport coefficients of liquids

机译:空隙,一般范德华状态方程和液体的传输系数

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In this Perspective, we discuss the role of voids in transport processes in liquids and the manner in which the concept of voids enters the generic van der Waals equation of state and the modi. ed free volume theory. The density fluctuation theory is then discussed and we show how the density. uctuation theory can be made a molecular theory with the help of the modified free volume theory and the generic van der Waals equation of state. The confluence of the aforementioned three theories makes it possible to calculate the transport coefficients of liquids by using the information on the equilibrium pair correlation function, which can be calculated either by an integral equation theory or Monte Carlo simulations. A number of relations between transport coe. cients are also presented, which are derived on the basis of the density fluctuation theory. Since they can be used to obtain one transport coefficient from another they can be very useful in handling experimental and theoretical data. An application of the modifed free volume theory to polymer melts is discussed as an example for a theory of transport properties of complex liquids.
机译:在此观点中,我们讨论了空隙在液体传输过程中的作用,以及空隙概念进入范德华状态方程和模的一般方式。 ed自由体积理论。然后讨论密度波动理论,并说明密度如何变化。借助改进的自由体积理论和通用的范德华状态方程,可以将组织理论变成分子理论。上述三种理论的融合使得可以利用平衡对相关函数的信息来计算液体的传输系数,该信息可以通过积分方程理论或蒙特卡罗模拟来计算。运输费用之间存在许多关系。还介绍了根据密度波动理论推导的方法。由于它们可用于从另一个获得一个传输系数,因此它们在处理实验和理论数据时非常有用。以改进的自由体积理论在聚合物熔体中的应用为例,讨论了复杂液体传输特性的理论。

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