Some laws of a system with a constant amount of energy | Zendy

Djordje Blagojević | Zendy; H. Popovic | Zendy; Zoran D. Popović | Zendy; D. Stefanović | Zendy; I. Stefanović | Zendy

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Some laws of a system with a constant amount of energy

Author(s) -

Djordje Blagojević,

H. Popovic,

Zoran D. Popović,

D. Stefanović,

I. Stefanović

Publication year - 2008

Publication title -

science of sintering

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.309

H-Index - 25

eISSN - 1820-7413

pISSN - 0350-820X

DOI - 10.2298/sos0802123b

Subject(s) - envelope (radar) , entropy (arrow of time) , constant (computer programming) , statistic , physics , statement (logic) , order (exchange) , range (aeronautics) , thermodynamics , statistical physics , theoretical physics , mathematics , law , computer science , materials science , telecommunications , business , statistics , radar , finance , political science , composite material , programming language

In this paper, different relationships and functional dependences of a system with a constant energy U=const., have been analyzed. The combinatorial nature of this analysis enables the conclusion that a family of entropy curves i.e. σ (N, U), for U = const, have an envelope. The envelope theory is very important for consideration of long & short range order of statistic thermodynamic systems. Since, we analyzed a system for U=const, we could explain some non-continual properties of a material. Like an example of this statement, we observed the situation, which is caused by anomaly filling of electronic orbits during the transfer from d to f elements

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