Physics – Condensed Matter – Statistical Mechanics
Scientific paper
2008-02-24
Bull.Astr.Soc.India 35(2007)691-696
Physics
Condensed Matter
Statistical Mechanics
8 pages,11 references; The 2nd UN/NASA Workshop on International Heliophysical Year and Basic Space Science, Nov.27-Dec.1, 200
Scientific paper
The property of Tsallis entropy is examined when considering tow systems with different temperatures to be in contact with each other and to reach the thermal equilibrium. It is verified that the total Tsallis entropy of the two systems cannot decrease after the contact of the systems. We derived an inequality for the change of Tsallis entropy in such an example, which leads to a generalization of the principle of entropy increase in the framework of nonextensive statistical mechanics.
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