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On the Helmholtz Potential metric: The Isotherm Length-Work Theorem | | Manuel Santoro
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16 Apr 2004 | | Journal: | Journal of Statistical Physics, Vol. 120, Nos. 3/4, August 2005 | | Subject: | Mathematical Physics | math-ph math.MP | | Abstract: | In this paper we introduce the Isotherm Length-Work theorem using the Helmholtz potential metric and the virial expansion of pressure in inverse power of molar volume. The theorem tells us what length of a thermodynamical system described by equation of state through virial expansion along isotherms actually is with such a metric. We also give explicit solutions for thermodynamic length along isotherms in the case of first, second and third order expansion. | | Source: | arXiv, math-ph/0404040 | | Services: | Forum | Review | PDF | Favorites | |
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