Nonadditive thermostatistics and thermodynamics
arXiv:1209.5963 · doi:10.1088/1742-6596/394/1/012002
Abstract
Nonadditive composition rules for several physical quantities are treated in thermodynamics. It is argued that the zeroth law defines the existence of their additive forms, the formal logarithms. A further principle, the universal thermostat independence leads to a particular formal logarithm, equivalent to Tsallis entropy S_q. We connect q with generalized susceptibilities of the thermostat.
11 pages, 3 figures, SPMCS'12 Kazany
References in corpus (10)
- Non Linear Kinetics underlying Generalized Statistics
- Stability of Tsallis antropy and instabilities of Renyi and normalized Tsallis entropies: A basis for q-exponential distributions
- General pseudoadditivity of composable entropy prescribed by existence of equilibrium
- A critique of non-extensive q-entropy for thermal statistics
- Zeroth Law compatibility of non-additive thermodynamics
- Generalised Tsallis Statistics in Electron-Positron Collisions
- Abstract composition rule for relativistic kinetic energy in the thermodynamical limit
- Intensive variables in the framework of the non-extensive thermostatistics
- Additive entropy underlying the general composable entropy prescribed by thermodynamic meta-equilibrium
- Composable entropy and deviation from macroscopic equilibrium
Cited by in corpus (8)
- Non-extensivity of hadronic systems
- Statistical Power Law due to Reservoir Fluctuations and the Universal Thermostat Independence Principle
- Ideal gas provides q-entropy
- Non-extensive Statistics and Understanding Particle Production and Kinetic Freeze-out Process from -spectra at 2.76 TeV
- Nonextensive Nambu Jona-Lasinio model of QCD matter revisited
- Quasi-power laws in multiparticle production processes
- Thermodynamic stability criterion and fluctuation theory in nonextensive thermodynamics
- Non-extensive Statistics and a Systematic Study of Meson-Spectra at LHC Energy TeV