Proceedings of 41st Danubia-Adria Symposium Advances in Experimental Mechanics (pp. 15-16)
АУТОР(И) / AUTHOR(S): Dimos Triantis
, Ilias Stavrakas
, Ermioni Pasiou
, Stavros Kourkoulis 
DOI: 10.46793/41DAS2025.015T
УВОД / INTRODUCTION:
Considering that the phenomenon of fracture is a manifestation of the series of non-linear processes, which characterize complex dynamical systems, it is reasonable to approach the specific phenomenon using advanced statistical tools rather than traditional Statistical Mechanics, taking into account that the response of such systems (at non-equilibrium stages) is not compatible to the thermodynamic principle of additivity.
КЉУЧНЕ РЕЧИ / KEYWORDS:
ПРОЈЕКАТ / ACKNOWLEDGEMENT:
ЛИТЕРАТУРА / REFERENCES:
- C. Tsallis (2009). Nonadditive entropy and nonextensive statistical mechanics – An overview after 20 years, Braz. J. Phys., 39, 337–356.
- S. Umarov, C. Tsallis, S. Steinberg (2008). On a qcentral limit theorem consistent with nonextensive statistical mechanics, Milan J. Math., 76(1), 307– 328.
- D. Triantis, I. Stavrakas, E.D. Pasiou, S.K. Kourkoulis (2024). Exploring the acoustic activity in brittle materials in terms of the position of the acoustic sources and the power of the acoustic signals-Part II: Applications, Forces Mech., 15, 100265.
- D. Tsuji, H. Katsuragi (2015). Temporal analysis of acoustic emission from a plunged granular bed, Phys. Rev. E, 92, 042201.
- Shan T. et al. (2024). Failure evolution and disaster prediction of rock under uniaxial compression based on non-extensive statistical analysis of electric potential, J Mining Sci. Technol., 34, 975-993.