DEVELOPMENT OF INTELLECTUAL INFORMATION SYSTEM FOR CREATION OF OPTIMAL INTERNAL STRUCTURE OF MULTI-LAYER FIBER-REINFORCED RUBBER BEARING
Keywords:
integrated computer systems, genetic algorithm, rubber-cord composites, rubber damper pad, FEMAbstract
There has been proposed an information system for computer modeling of the elastic properties of amortization gaskets which allows to optimal selection of parameters and location of reinforcement fibers using a genetic algorithm. An object-oriented approach is used for the development of the control program. The program is created as an integrated computer system that has an interactive graphical user interface. The program interacts with the finite-element software for engineering calculations, and has its own module which pre-demonstrates the three-dimensional geometry based on OpenGL graphic library.
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2. Nonlinear dynamically automated excursions for rubber-steel bearing isolation in multi-storey construction / [A. B. M. S. Islam,
R. R. Hussain, M. Z. Jumaat, M. A. Rahman] // Automation in Construction. — 2013. — Vol. 30. — Pp. 265—275.
3. Improved equivalent viscous damping model for base-isolated structures with lead rubber bearings / [T. Zordan, T. Liu,
B. Briseghella, Q. Zhang] // Engineering Structures. — 2014. — Vol. 75. — Pp. 340—352.
4. Mordini A. An innovative earthquake isolation system using fibre reinforced rubber bearings / A. Mordini, A. Strauss // Engineering Structures. — 2008. — Vol. 30 (10). — P. 2739—2751.
5. Spizzuoco M. Innovative low-cost recycled rubber–fiber reinforced isolator: experimental tests and finite element analyses / M. Spizzuoco, A. Calabrese, G. Serino // Engineering Structures. — 2014. — Vol. 76. — Pp. 99—111.
6. Experimental investigations of fiber and steel reinforced elastomeric bearings: shear modulus and damping coefficient / [A. Strauss, E. Apostolidi, T. Zimmermannet al.] // Engineering Structures. — 2014. — Vol. 75. — Pp. 402—413.
7. Polukoshko S. Vibration damping using laminated elastomeric structures / S. Polukoshko, V. Gonca, J. Svabs // Solid State Phenomena. — 2015. — Vol. 220—221. — P. 81—90.
8. Gonca V. Analytical and experimental research of compressive stiffness for laminated elastomeric structures / V. Gonca, S. Polukoshko, A. Boyko // Procedia Engineering. — 2014. — Vol. 69. — Pp. 1388—1396.
9. Карпинос Д. М. Композиционные материалы / Д. М. Карпинос. — Киев : Наук. думка, 1985. — 588 с.
10. Зиновьев П. А. Оптимальное проектирование композитных материалов // П. А. Зиновьев, А. А. Смердов. — М. : изд-во МГТУ им. Н. Э. Баумана, 2006. — 103 с.
11. Скворцов, Ю. В. Моделирование композитных элементов конструкций и анализ их разрушения в САЕ-системах MSC. Patran-Nastran и ANSYS [Электрнный ресурс] : эл. учеб. пособие / Ю. В. Скворцов, С. В. Глушков, А. И. Хромов ; Самарcкий государственный аэрокосмический университет им. С. П. Королева. — Самара, 2012. — 148 с.
12. Бураков М. В. Генетический алгоритм: теория и практика : учеб. пос. / М. В. Бураков. — СПб. : ГУАП, 2008. — 164 с.
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Published
2016-09-05
How to Cite
[1]
O. O. Larin and A. O. Tarianyk, “DEVELOPMENT OF INTELLECTUAL INFORMATION SYSTEM FOR CREATION OF OPTIMAL INTERNAL STRUCTURE OF MULTI-LAYER FIBER-REINFORCED RUBBER BEARING”, Вісник ВПІ, no. 4, pp. 88–96, Sep. 2016.
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Mechanical engineering and transport
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