Microscopic models for thermodynamics
DOI:
https://doi.org/10.35588/cc.v6d7926Keywords:
thermodynamics, microscopic models, classical mechanics, statistical mechanics, kinetic theory of gasesAbstract
The presentation of elementary thermodynamics for engineering students using microscopic models based on classical mechanics is discussed. It is argued that it is a first approximation to the microscopic structure of matter and a good application of the classical mechanics of particle systems. The model of classical particles is used to deduce the state equation of an ideal gas, understand the pressure and relate the absolute temperature with the mean kinetic energy per molecule. The theorems of work and mechanical energy are used to understand the thermodynamic concepts of internal energy, heat and work, and to reobtain the first principle of thermodynamics. The entropy is presented as a function proportional to the logarithm of the enormous number of possible microstates for a given macroscopic state. Starting from this definition and postulating the increasing of entropy when the system evolve towards equilibrium the usual presentation of the second principle is reobtained.Downloads
References
Jardón, A., Laura, R., & Utges, G. (2011). El primer principio de la termodinámica: Persistencia de la controversia atomismo versus energetismo. Epistemología e Historia de la Ciencia. Selección de Trabajos de las XXI Jornadas, 17, 235–243.
Laura, R., & Jardón, A. (2012). Aspectos microscópicos y macroscópicos de la entropía. Epistemología e Historia de la Ciencia. Selección de Trabajos de las XXII Jornadas, 18, 319–327.
Reif, F. (1965). Fundamentals of statistical and thermal physics. McGraw-Hill.
Reif, F. (1967). Statistical physics (Berkeley Physics Course, Vol. 5). McGraw-Hill.
Reif, F. (1999). Thermal physics in the introductory physics course: Why and how to teach it from a unified atomic perspective. American Journal of Physics, 67(11), 1051–1062. https://doi.org/10.1119/1.19125
Saveliev, I. V. (1984). Curso de física general (Vol. I). Editorial Mir.
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2026-01-19Published
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