A closed formula for the distribution function in the Renyi statistical mechanics
کد مقاله : 1342-PHYSCHEM20
نویسندگان:
فهیمه مختاری *
چکیده مقاله:
The Boltzmann-Gibbs statistical mechanics can be used to describe many natural systems. The concept of entropy must be generalized for systems that have more complex microscopic dynamics. To study these systems, some new statistics like Tsallis and Renyi statistical mechanics, are reported in non-extensive statistical mechanics framework. In this article we are not only introducing the Boltzmann-Gibbs statistical mechanics and the non-extensive statistical mechanics but also are going to study the distribution function in both statistics. By obtaining a closed form for the distribution function in Renyi's statistics, we will present that there is no dependency between coordinate and momentum of the molecules in Renyi like in Boltzmann Gibbs that was proved before.
کلیدواژه ها:
Boltzmann-Gibbs; Renyi statistical mechanics; probability function; momentum; coordinates; distribution function
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