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An analysis of the Gibbs conditions of stable thermodynamic equilibrium,
based on the constrained minimization of the four fundamental
thermodynamic potentials, is presented with a particular attention given
to the previously unexplored connections between the second-order
variations of thermodynamic potentials. These connections are used to
establish the convexity properties of all potentials in relation to each
other, which systematically deliver thermodynamic relationships between
the specific heats, and the isentropic and isothermal bulk moduli and
compressibilities. The comparison with the classical derivation is then
given. |
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