Modeling the optimal structure for territorial technogenic safety system

• Autorzy: Popov V. , Chub I. , Novozhylova M.
• Języki publikacji: EN

Abstrakty

EN

Turbulence surrounding of the development programs of territory technogenic safety systems impacts the implementation of the program. Thus, it raises the need to design constructive tools of mathematical modeling configured to the phases of the development program in order to increase the efficiency of applying limited human, financial material, time and other resources being involved to solve the problem of technogenic safety systems. We consider both a static optimization model of the technological safety system structure and dynamic one taking into account the state of fixed assets of potentially dangerous industrial object, composition and quantity of hazardous substances being applied and stored at some industrial object, other factors that determine the potential possibility of technogenic incident occurrence. As criteria of the problems one can use forms of known criteria that allow to assess the economic efficiency of different technological safety systems. The main constraints of static and dynamic optimization mathematical models have been proposed and analyzed. In common the problems being considered are stochastic discrete (discrete-continuous) problems of multi-criteria optimization, and their decision is based on the implementation of the branch and bound approach. The approach allows organizing iterative algorithm to identify desired parameters of TTSS development program product.

Słowa kluczowe

EN

technogenic safety system; turbulence surrounding; technogenic hazards; stochastic discrete programming

• Wydawca: Polish Academy of Sciences, Branch in Lublin
• Czasopismo: ECONTECHMOD : An International Quarterly Journal on Economics of Technology and Modelling Processes
• Rocznik: 2015
• Tom: Vol. 4, No 3
• Strony: 79--84
• Opis fizyczny: Bibliogr. 21 poz., wz.

Twórcy

autor

Popov V.

• 1National University of Civil Defense of Ukraine

autor

Chub I.

• National University of Civil Defense of Ukraine,

autor

Novozhylova M.

• Kharkiv National University of Civil Engineering and Architecture

Bibliografia

• 1. Bushyeva N.S. 2007. Models and Methods of Proactive Management by Organizational Development Programs. Кyiv: Scientific World, 199. (in Russian).
• 2. Sydorchuk A. V., Boyko V. V. and Sydorchuk A.A. 2011. System Principles Defining the Mission of State Special Programs. Kyiv: Project Management, System Analysis and Logistics. Vol 8, 175-177. (In Ukrainian).
• 3. Novozhylova M. V. and Ovechko K. A. 2006. Methods of Choosing an Emergency Prevention Automated System Variant. Kharkov: Problems of Emergences. Vol. 4, 172-178. (in Russian).
• 4. Ovechko K. A. 2007. Dynamic Problem of Optimal Structure Determination for a Targeted System. Kharkov: Scientific Bulletin of Civil Engineering. Vol. 43, 48-51. (in Russian).
• 5. Novozhylova M.V. and Ovechko K.A. 2004. Evaluation of Information Security Systems in Computer Information Systems on the "Cost-Effectiveness" Criterion. Kharkov: Information Processing Systems. Vol.1, 115-119. (in Russian).
• 6. Popov V. M. 2015. Optimization of technogenic safety system structure at the stage of forming mission of development program. Lviv: Scientific Bulletin of NLTU of Ukraine. Vol. 25.4, 363-367. (in Ukrainian).
• 7. Chub I. A., Ivanilov A. S. and Novozhylova M. V. 2010. Statement and Solving Dynamic Optimization Problem of Limited Resources in Project Management. Kharkov: Journal of Mechanical Engineering. Vol. 13, №5, 79-85. (in Russian).
• 8. Popov V. M., Chub I. A. and Novozhylova M. V. 2012. Conceptual Representation of the Region's Technological Safety Systems. Poltava: Systems of Control, Navigation and Communication. Vol. 3(23), 206-209. (in Russian).
• 9. Popov V. M., Chub I. A. and Novozhylova M. V. 2013. The Method of Multi-Stage Optimization Programs to Improve the Level of Technological Safety in the Region . Kharkov: ACS and Automation Devices. Vol. 165, 70-76. (in Russian).
• 10. Tevyashev A. and Matviienko O. 2014. About One Approach to Solve the Problem of Management of the Development and Operation of Centralized Water-Supply Systems. Econtechmod. An International Quarterly Journal. Vol. 03, № 3, 61-76.
• 11. Lesiv M., Bun R., Shpak N., Danylo O. and Topylko P. 2012. Spatial Analysis Of Ghg Emissions In Eastern Polish Regions: Energy Production and Residential Sector. Econtechmod. An International Quarterly Journal. Vol. 01, № 2, 17–23.
• 12. Busko E. G., Pazniak S. S., Kostukevich S. B. and Dudkina L. A. 2012. Perspectives of the Use of Renewable Energy Sources in Enhancement of Environmental and Energy Security of Belarus. Econtechmod. An International Quarterly Journal. Vol.01, № 2, 17-23.
• 13. Tevyashev A., Matviienko O. and Shiyan O. 2014. Geoinformational Analytic Control System of The Collection of Municipal Solid Waste. Econtechmod. An International Quarterly Journal. Vol.03, № 3, 77-87.
• 14. Novozhylova M. V., Chub I. A. and Murin M. N. 2013. Optimization Problem of Allocating Limited Project Resources with Separable Constraints. Cybernetics and Systems Analysis. Vol. 49, №4, 632-643.
• 15. Popov V. M. and Novozhylova M. V. 2014. The Structure of Simulation Model of Stability of the bProduction System with Potentially Hazardous Objects. Khakov: Informatics and RadioElectronics. №4, 47-51. (in Russian).
• 16. Shepitko G. E. and Medvedev I. I. 2005. Problems of Objects Safety. Moscow: Academy of Economic Security MIA RF, 120. (in Russian).
• 17. Abalmazov E. I. and Krotova M. E. 1995. Decomposition and Composition of Security Systems. Moscow: Systems of Security, Communications and Telecommunications. №6, 19-21. (in Russian).
• 18. 2007. Analysis of Effectiveness of Automated Integrated Security Systems for Critical Facilities. Mockow: Technospheric Safety Technologies. №1, 7-12. (in Russian).
• 19. Sergienko I. V. and Shylo V. P. 2003. Discrete Optimization Problems: Methods of Solution and Research. Kyiv: Nayk. Dumka, 263. (in Russian).
• 20. Podinovskii V. V. and Nogin V. D. 1982. Pareto-Optimal Solutions of Multicriteria Problems. Moscow: Science, 256 (in Russian).
• 21. Garey M. R. and Johnson D. S. 1979. Computers and Intractability: A Guide to the Theory of NPCompleteness. USA: W. H. Freeman and Co, 338.