Mathematical Conception of "Phenomenological" Equilibrium Thermodynamics

Details Mathematical Conception of "Phenomenological" Equilibrium Thermodynamics Mathematical Conception of "Phenomenological" Equilibrium Thermodynamics

2011-11-26

arxiv.org/abs/1111.6106v1

Physics

General Physics

31 pages, 9 figure

Scientific paper

In the paper, the principal aspects of the mathematical theory of equilibrium thermodynamics are distinguished. It is proved that the points of degeneration of a Bose gas of fractal dimension in the momentum space coincide with critical points or real gases, whereas the jumps of critical indices and the Maxwell rule are related to the tunnel generalization of thermodynamics. Semiclassical methods are considered for the tunnel generalization of thermodynamics and also for the second and ultrasecond quantization (operators of creation and annihilation of pairs). To every pure gas there corresponds a new critical point of the limit negative pressure below which the liquid passes to a dispersed state (a foam). Relations for critical points of a homogeneous mixture of pure gases are given in dependence on the concentration of gases.

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