СРАВНЕНИЕ ОДНОПАРАМЕТРИЧЕСКОГО РАСПРЕДЕЛЕНИЯ ЧАСТИЦ ПО КЛАСТЕРАМ С ЛОГАРИФМИЧЕСКИ НОРМАЛЬНЫМ РАСПРЕДЕЛЕНИЕМ

The analysis is given for some properties of the universal distribution of clusters over the numbers of comprising particles introduced recently in [1,2]. It has been shown that this distribution can be reduced to log-normal distribution which describes satisfactory the behaviour of the cluster distribution function especially for clusters with relatively small number of particles.

Библиографический список

    1. Khokonov A.Kh., Khokonov M.Kh. // On the universal cluster distribution over the number of the comrising particles in the system of chaotically distributed overlapping spheres. Proceedings of the VII International Symposium "Physics of Surface Phenomena, Interface Boundaries and Phase Transitions - PSP&PT7", Vol. I, Issue 7, 12-21 of September, 2017, Nalchik-Rostov-on-Don-Grozny-Yuzhny, Russia, P.165-168.

    2. Khokonov M. Kh. and Khokonov A. Kh. http://arxiv.org/abs/1812.01093

    3. Stauffer D. and Aharony A., Introduction to Percolation Theory, 2nd ed. (Taylor & Francis, 2003).

    4.Hunt A. G., Lect. Notes Phys. 674 (Springer, Berlin Heidelberg, 2005).

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