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Remarks on the Second Law and Irreversible Processes

For an ideal gas, (Sf//dV) y— 0, because the energy U is only a function of T— as was demonstrated in the experiments of Joule and Gay-Lussac (section 1.3 and equation (1.3.6)). Also, by definition dU/dT)y= NCy in which Cy is the molar heat capacity at constant volume, which is found to be a constant. Hence (3.7.1) may be written as [Pg.97]

In this expression the extensivity of 5 as a function of V and N is not explicit. Since S is assumed to be extensive in V and N, the entropy of an ideal gas is usually written as [Pg.97]

The generality of the Second Law gives us a powerful means to understand the thermodynamic aspects of real systems through the usage of ideal systems. A classic example is Planck s analysis of radiation in thermodynamic equilibrium with matter (blackbody radiation) in which Planck considered idealized simple [Pg.97]

Mendoza, E. (ed.) Reflections on the Motive Force of Fire by Sadi Carnot and other Papers on the Second Law of Thermodynamics by E. Clapeyron and R. Clausius. 1977, Glouster, MA Peter Smith. [Pg.98]

Kastler, A., L Oeuvre posthume de Sadi Carnot, in Sadi Carnot et I Essor de la Thermodynamique, A.N. Editor (ed.) 1974, Paris CNRS. [Pg.98]


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