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- RASHID ISLAMGULOVICH. ZAINETDINOVProfessor of Innovative Technology, Dr.Sc (Eng.), PhD (Eng.),Marquis «Who’sWho in th... moreRASHID ISLAMGULOVICH. ZAINETDINOVProfessor of Innovative Technology, Dr.Sc (Eng.), PhD (Eng.),Marquis «Who’sWho in the World» Biographee 2002-2012,Full Member of the International Association for the Engineersand the Computer Scientists (IAENG),Academy of Quality Problems of Russian Federationand the People’s Academy of Sciencesof Russian Federation (Section of Synergetics)edit
The theoretical model is developed and the practical method for shortening the commercialization (introduction) time for composite materials and structures is offered. The method is based on synergetical approach, analysis of bifurcation... more
The theoretical model is developed and the practical method for shortening the commercialization (introduction) time for composite materials and structures is offered. The method is based on synergetical approach, analysis of bifurcation points, as well as managing the flows of materials, energy and information at the input of the being updated system.
Research Interests:
Research Interests:
A general model linking dynamics of informational entropy and the self-organization process in an open, steady-state, nonequilibrium system is proposed. Formulas for dynamics of the informational entropy flow and its rate are developed... more
A general model linking dynamics of informational entropy and the self-organization process in an open, steady-state, nonequilibrium system is proposed. Formulas for dynamics of the informational entropy flow and its rate are developed with respect to random process of influences exerted upon a system. It was revealed that the open system responds to a strong change of conditions by steep growth of the informational entropy flow up to a maximum value at the critical point associated with the self-organization process. An example of self-organization during elasto-plastic deformation of metal is considered.
Research Interests:
1. My paper "ENTROPY DYNAMICS ASSOCIATED WITH SELF-ORGANIZATION" (pp. 229-242). ABSTRACT: A general model linking dynamics of informational entropy and the self-organization process in an open, steady-state, nonequilibrium system is... more
1. My paper "ENTROPY DYNAMICS ASSOCIATED WITH SELF-ORGANIZATION" (pp. 229-242).
ABSTRACT: A general model linking dynamics of informational entropy and the self-organization process in an open, steady-state, nonequilibrium system is proposed. Formulas for dynamics of the informational entropy flow and its rate are developed with respect to random process of influences exerted upon a system. It was revealed that the open system responds to a strong change of conditions by steep growth ofthe informational entropy flow up to a maximum value at the critical point associated with the self-organization process. An example of self-organization during elasto-plastic deformation of metal is considered.
2. My paper "REVEALING THE MULTIFRACTAL NATURE OF FAILURE SEQUENCE" (pp. 295-296).
ABSTRACT: The purpose of the paper is to introduce a new application of the muMfractals in the reliability engineering, risk analysis, historical chronology and others fields where we deal with series of events of various natures. The spectrum of such series is quite broad. In particular, we do not know whether some temporal pattern is hidden in an apparently disordered set of events. The multifractal theory is a good basis for revealing such an order and describing the event sequence in time. It can provide a deeper understanding the nature of the event flow.
ABSTRACT: A general model linking dynamics of informational entropy and the self-organization process in an open, steady-state, nonequilibrium system is proposed. Formulas for dynamics of the informational entropy flow and its rate are developed with respect to random process of influences exerted upon a system. It was revealed that the open system responds to a strong change of conditions by steep growth ofthe informational entropy flow up to a maximum value at the critical point associated with the self-organization process. An example of self-organization during elasto-plastic deformation of metal is considered.
2. My paper "REVEALING THE MULTIFRACTAL NATURE OF FAILURE SEQUENCE" (pp. 295-296).
ABSTRACT: The purpose of the paper is to introduce a new application of the muMfractals in the reliability engineering, risk analysis, historical chronology and others fields where we deal with series of events of various natures. The spectrum of such series is quite broad. In particular, we do not know whether some temporal pattern is hidden in an apparently disordered set of events. The multifractal theory is a good basis for revealing such an order and describing the event sequence in time. It can provide a deeper understanding the nature of the event flow.
Research Interests:
Research Interests:
The process of self-organisation in an open, steady-state, nonequilibrium system is considered. Formulas for dynamics of the informational entropy flow and its rate are obtained with respect to random process of influences exerted upon a... more
The process of self-organisation in an open, steady-state, nonequilibrium system is considered. Formulas for dynamics of the informational entropy flow and its rate are obtained with respect to random process of influences exerted upon a system. It was revealed that the open system responds to a sudden strong change of conditions by steep growth of the informational entropy flow up to a maximum value at
the critical point.
the critical point.