Conservation Laws in Thermodynamics and Statistical Physics

Authors

  • M. Ja. Ivanov Turbine Department, Central Institute of Aviation Motors, Aviamotornaya Str., Moscow 111116, Russia.
  • V. K. Mamaev Turbine Department, Central Institute of Aviation Motors, Aviamotornaya Str., Moscow 111116, Russia.

Keywords:

Conservation laws, phenomenological thermodynamics, entropy, statistical physics

Abstract

Analysis of the application for conservation laws of mass, momentum and energy in the description of thermodynamic and statistical processes is performed. The fundamental limitations of the energy conservation law, which is traditionally used in phenomenological thermodynamics, are demonstrated. The correspondence of Hamilton's statistical equations and the phenomenological conservation laws of momentum and energy is considered. The procedure for obtaining and properties of the Liouville phase volume conservation law in statistical physics is analyzed. The presented analysis reveals a deep unity of phenomenological and statistical approaches to the study of our nature.

Published

2021-04-13

How to Cite

M. Ja. Ivanov, & V. K. Mamaev. (2021). Conservation Laws in Thermodynamics and Statistical Physics. Conservation Laws in Modern Physics With Technical Applications, 2–13. Retrieved from https://stm.bookpi.org/CLMPTA/article/view/661

Issue

Conservation Laws in Modern Physics with Technical Applications

Section

Content