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Linear correlation of heat of vaporization with surface tension of normal and quantum liquids: intrinsic conservation of degrees of freedom

机译:汽化热与普通液体和量子液体的表面张力的线性关系:自由度的内在守恒

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For normal and quantum liquids, new results on a linear relation between the temperature scales T-hv = Delta H-v/R and T-ref =f(gamma(f) rho(f),) are presented when Delta H-v is the heat of vaporization, R is gas constant, gamma(f) and rho(f) are the surface tension and the liquid density at freezing temperature T-f, respectively. This relationship is well justified in terms of statistical mechanical results for the fact that both T-ref and T-hv are related to pair potential and pair correlation functions. In practice, we have determined that TrefTf1/2, is the corresponding parameter that links quantum liquids to normal liquids in the succeeding linear behavior. It applies quite well to linear hydrocarbons C-1-C-8, C2H4, H-2, He, Ne, Ar, Kr, Xe, N-2, C6H6, and C7H8 with a linear correlation coefficient of 0.9992. Variation of T-ref and TrefTf1/2 With Lambda, the de Beer constant, reveal that the role of T-f(1/2) has to do, in general, with structure and, in particular, with quantum characters due to mass, size, and interaction energy effects. Such a distinction between T-ref and T-f results in distinctions in quantum mechanical properties of the liquids. A particular T-3/2 power-law arises, leading to a postulate for intrinsic conservation of degrees of freedom of solid-liquid interface equilibrated with its bulk phases. (C) 2000 Elsevier Science B.V. All rights reserved. [References: 13]
机译:对于普通液体和量子液体,当Delta Hv是热的热量时,给出了关于温度标度T-hv = Delta Hv / R和T-ref = f(gamma(f)rho(f),)的线性关系的新结果。 R是气体常数,γ(f)和rho(f)分别是在冷冻温度Tf下的表面张力和液体密度。对于T-ref和T-hv都与线对电位和线对相关函数有关的事实,从统计力学结果的角度来看,这种关系是合理的。在实践中,我们确定TrefTf1 / 2是在随后的线性行为中将量子液体链接到普通液体的相应参数。它非常适用于线性相关系数为0.9992的直链烃C-1-C-8,C2H4,H-2,He,Ne,Ar,Kr,Xe,N-2,C6H6和C7H8。 T-ref和TrefTf1 / 2与de Beer常数Lambda的关系表明,Tf(1/2)的作用通常与结构有关,尤其是与质量,大小有关的量子特征有关,以及相互作用的能量效应。 T-ref和T-f之间的这种区别导致液体的量子力学性质上的区别。出现了一个特定的T-3 / 2幂律,从而提出了一种与其内相保持平衡的固液界面自由度的内在守恒的假设。 (C)2000 Elsevier Science B.V.保留所有权利。 [参考:13]

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