The first segment of a ten page science cartoon on fugacity by Lucas Landherr. [4] |
a. The fugacity of a molecular species is the same in two phases when these phases are in equilibrium as regards the distribution of that species.
b. The fugacity of a gas approaches the gas pressure as a limiting value if the gas is indefinitely rarefied, i.e. the escaping tendency of a perfect gas is equal to its gas pressure.
See main: Social fugacityIn 1934, American sociologist George Homans, in his An Introduction to Pareto: His Sociology, in reference to Harvard Pareto circle, in an attempt to clarify Vilfredo Pareto’s physico-chemical based definition of socio-economic equilibrium, cited, via footnote, the following 1915 statement by American physical chemist Edward Washburn (Ѻ): [2]
“The effect of any physico-chemical equilibrium, produced by an attempt to alter any one of the factors which influence it, can be qualitatively predicted by means of a theorem formulated by Le Chatelier which may be stated as follows: If an attempt is made to alter any one of the factors (e.g. the temperature or pressure of the system or the fugacity of any constituent of the system) which influence any physico-chemical equilibrium, then a shift in the equilibrium will take place in such a direction as to decrease the magnitude of the alteration which would otherwise occur in that factor.”
“If the study of fugacity is applicable to the escaping tendency of a set of organisms from a certain environment, it could be extended to the process of urbanization. It might be possible to calculate the rate of migration from the rural to the urban areas and later on, the rate of emigration from the country.”— Mirza Beg (1987), New Dimensions in Sociology (pg. 3)