1. ELARTU — Інституційний репозитарій ТНТУ імені Івана Пулюя
2. Матеріали конференцій, семінарів, читань
3. 2019
4. Міжнародна науково-технічна конференція „Актуальні проблеми транспорту ICCPT“ (2019)

Titolo:	Optimization of machinery operation modes from the point of view of their dynamics
Autori:	Kalinin, Evgeniy Shuliak, Mykhailo Koliesnik, Ivan
Affiliation:	Kharkiv Petro Vasylenko National Technical University of Agriculture, Kharkiv, Alchevskyh str. 44, Kharkiv, 61002, Ukraine, Corresponding author: kalininhntusg@gmail.com
Bibliographic description (Ukraine):	Kalinin E. Optimization of machinery operation modes from the point of view of their dynamics / Evgeniy Kalinin, Mykhailo Shuliak, Ivan Koliesnik // Proceedings of ICCPT 2019, May 28-29, 2019. — Tern. : TNTU, Scientific Publishing House “SciView”, 2019. — P. 211–222.
Bibliographic description (International):	Kalinin E., Shuliak M., Koliesnik I. (2019) Optimization of machinery operation modes from the point of view of their dynamics. Proceedings of ICCPT 2019 (Tern., May 28-29, 2019), pp. 211-222.
Is part of:	Матеріали Міжнародної науково-технічної конференції „Актуальні проблеми транспорту“, 2019 Proceedings of the 1-st International Scientific Conference "Current Problems of Transport", 2019
Conference/Event:	Міжнародна науково-технічна конференція „Актуальні проблеми транспорту“ ICCPT 2019
Journal/Collection:	Матеріали Міжнародної науково-технічної конференції „Актуальні проблеми транспорту“
Data:	28-mag-2019
Date of entry:	9-lug-2019
Editore:	Scientific Publishing House “SciView” TNTU
Place of the edition/event:	Тернопіль Ternopil
Temporal Coverage:	28-29 травня 2019 року May 28-29, 2019
Number of pages:	12
Page range:	211-222
Start page:	211
End page:	222
URI:	http://elartu.tntu.edu.ua/handle/lib/28710
ISBN:	978-966-305-101-7
Copyright owner:	© Scientific Publishing House “SciView”, 2019 © Ternopil Ivan Puluj National Technical University, 2019
References (International):	1. Vinogradov, O. Fundamentals of kinematics and dynamics of machines and mechanisms; Boca Raton, FL: CRC Press, 2000; 304 p. 2. Myszka, D.H. Machines & Mechanisms: Applied Kinematic Analysis, 4th ed; Prentice Hall, 2011; 376 p. 3. Uicker, J.; Pennock, G.; Shigley, J. Theory of Machines and Mechanisms, 4th ed.; Oxford University Press, New York, 2010; 926 p. 4. Chironis, N.; Sclater, N. Mechanisms and Mechanical Drives Sourcebook, 4th ed.; McGraw-Hill Book Company, New York, 2007; 495 p. 5. Waldron, K.J.; Kinzel, G.L. Kinematics, Dynamics, and Design of Machinery; John Wiley & Sons, New York, 1999; 668 p. 6. Braha, D. and Maimon, O. The design process: properties, paradigms, and structure. IEEE Transactions on Systems, Man, and Cybernetics - Systems and Humans, 1997, 27; pp. 146-166. 7. Zeigler, B.P.; Praehofer, H.; Kim, T.G. Theory of Modeling and Simulation: Integrating Discrete Event and Continuous Complex Dynamic Systems, 2nd ed; Academic Press, 2000; 510 p. 8. Histand, M.B. and Alciatore, D.G. Introduction to Mechatronics and Measurement Systems. Boston: Mc Graw-Hill, 1998; 553 p. 9. Triengo, M.J.L.; Bos, A.M. Modeling the Dynamics and Kinematics of Mechanical Systems with Multibond Graphs, Journal of the Franklin Institute, 1985, 319, 37-50. 10. Piyush K. Bhandari; Ayan Sengupta. Dynamic Analysis Of Machine Foundation, International Journal Of Innovative Research In Science, Engineering And Technology 2014, 3, 169-176. 11. Dulau M.; Oltean St.-E.; Duka A.-V. Modeling and Simulation of the Operation of a Mechanical System which is Affected by Uncertainties, Procedia Technology, 2016, 22, 662-669. 12. Steindl, A.; Troger, H. Methods for dimension reduction and their application in nonlinear dynamics, International Journal of Solids and Structures 2001, 38, 2131-2147. 13. Luo, A.C.J. and Xing, S.Y. Symmetric and asymmetric period-1 motions in a periodically forced, time-delayed, hardening Duffing oscillator, Nonlinear Dynamics 2016, 85, 1141-1186. 14. Friswell, M.I.; Penny, J.E.T., and Garvey, S.D. The application of the IRS and balanced realization methods to obtain reduced models of structures with local nonlinearities, Journal of Sound and Vibration 1996, 196, 453-468. 15. Kordt, M. and Lusebrink, H. Nonlinear order reduction of structural dynamic aircraft models, Aerospace Science and Technology 2001, 5, 55-68. 16. Fey, R.H.B., van Campen, D.H., and de Kraker, A. Long term structural dynamics of mechanical system with local nonlinearities, ASME Journal of Vibration and Acoustics 1996, 118, 147-163. 17. Lurie A.I. Analytical Mechanics; Springer: Berlin/New York, 2002; 387 p. 18. Golubentsev А.N. Integral methods in dynamics; Moscow, 1967; 273 p. 19. Wiggins, S. Introduction to applied nonlinear dynamical systems and chaos; Springer-Verlag: New York, 1990; 864 p. 20. Hu, H.Y.; Wang, Z.H. Dynamics of Controlled Mechanical Systems with Delayed Feedback; Springer: Berlin, 2002; 294 p.
Content type:	Conference Abstract
È visualizzato nelle collezioni:	Міжнародна науково-технічна конференція „Актуальні проблеми транспорту ICCPT“ (2019)

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