Open AccessNon-Markovian processes in cement systems
Author(s) -
Yu. S. Sarkisov,
L. B. Naumova,
Н. П. Горленко,
Н. Н. Дебелова
Publication year - 2020
Publication title -
iop conference series. materials science and engineering
Language(s) - English
Resource type - Journals
eISSN - 1757-899X
pISSN - 1757-8981
DOI - 10.1088/1757-899x/918/1/012106
Subject(s) - cement , markov process , complex system , process (computing) , harmony (color) , computer science , fibonacci number , statistical physics , materials science , mathematics , physics , metallurgy , artificial intelligence , statistics , optics , operating system , discrete mathematics
Non-Markovian processes occur in nature in the form of the structural organization laws of space-time objects at different scale levels. Non-Markovian processes preserve the memory of the past state of the system, and its further evolution is largely predetermined by information about previous stages of development. This is typical for solid-phase processes, ceramics, metals and alloys, water and aqueous solutions, and other inorganic objects. Non-Markovian process indicators are the natural harmony numbers, Fibonacci numbers and golden ratio. The paper presents evidence of non-Markovian process occurred in cement systems. It is shown that during the formation of the fine-grained crystalline structure the cement system is capable to produce such elements and generate a low-frequency current, which simulates the intensity and duration of the processes. It is shown that the active phase of self-organization in cement systems is of temporary nature as the energy from outside sources is limited.