THERMODYNAMIC ASPECTS OF CAPILLARITY
THERMODYNAMIC ASPECTS OF CAPILLARITY
复制标题
毛细管现象的热力学方面
DOI:
10.1021/ie50699a008
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发表时间:
1968
影响因子:
--
通讯作者:
J. C. Melrose
中科院分区:
文献类型:
--
作者:
J. C. Melrose
Capillarity was first recognized as an important area of scientific study at a time when the laws of thermo-dynamics were still unknown. Only much later, when physical chemistry had developed into a distinct dis-cipline within chemical science, did capillarity become part of what is now referred to as colloid and surface chemistry. As a result of this shift in emphasis, those aspects of the subject most easily treated by a thermodynamic type of analysis have become dominant, with other aspects, not strictly thermodynamic innature, becoming somewhat obscured. This course of develop-ment explains why, in spite of the relatively remote origins of the subject, some of the basic principles of capillarity have only recently been fully elucidated. This increased understanding should provide con-siderable stimulus to the further application of these principles to a wide variety of problems in colloid and surface chemistry. Many technological problems are concerned with the statics and dynamics of multiphase fluids. These problems, too, require basic knowledge concerning the behavior of fluid/fluid and fluid/solid interfaces for their solution. Thus, such technological areas as soil physics and the recovery of petroleum rely quite directly on the subject of capillarity for an understanding of many of their phenomena. The main features of the phenomenological theory of capillarity, so far as statics is concerned, were outlined by Laplace and Thomas Young, usingconcepts drawn from mechanics. The application of thermodynamics to capillarity was introduced by Kelvin and thoroughly explored by Gibbs (28). Unfortunately, certain limita-tions inherent inKelvin’s approach have led to much confusion. Even at the present time, the concept of interfacial tension is occasionally regarded as equivalent to the interfacial Gibbs free energy. Also, many writers on thermodynamics, particularly among chemists, have failed to appreciate the mathematical motivation and significance of a concept introduced by Gibbs, the so-called “dividing surface.” This has led to a number of attempts to circumvent the Gibbs treatment and to provide alternative approaches. As justification for these attempts it is often stated or implied that the Gibbs formalism constitutes a model in which the propertiesof each bulk region persist without change up to the mathematical surface known as the dividing surface, which is then assumed to possess the